NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Introduction

In our daily life, many times we compare two quantities of the same type. For example, Avnee and Shari collected flowers for scrap notebooks. Avnee collected 30 flowers and Shari collected 45 flowers.

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Avnee And Shari Collected Flowers For Scrap Notebook

So, we may say that Shari collected 45 – 30 = 15 flowers more than Avnee.

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Also; if the height of Rahim is 150 cm and that of Avnee is l40 cm then, we may say that the height of Rahim is 150 cm – 140 cm = 10 cm more than Avnee. This is one way of comparison by taking differences.

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Rahim And Anvee Heigth Measurments

If we wish to compare the lengths of an ant and a grasshopper, taking the difference does not express the comparison. The grasshopper’s length, typically 4 cm to 5 cm is too long as compared to the ant’s length which is a few mm.

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Grasshoppers Length

Comparison will be better if we try to find how many ants can be placed one behind the other to match the length of the grasshopper. So, we can say that 20 to 30 ants have the same length as a grasshopper.

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion

Consider another example.

The cost of a car is ₹ 2,50,000 and that of a motorbike is ₹ 50,000. If we calculate the difference between the costs, it is ₹ 2,00,000 and if we compare by division; ie.., \(\frac{2,50,000}{50,000}=\frac{5}{1}\)

We can say that the cost of the car is five times the cost of the motorbike.

Thus, in certain situations, comparison by division makes better sense than comparison by taking the difference. The comparison by division is the Ratio. In the next section, we shall learn more about ‘Ratios’.

NCERT Notes For Class 6 Maths Ratio

Consider The Following:

Isha’s weight is 25 kg and her father’s weight is 75 kg. How many times Father’s weight is of Isha’s weight? It is three times.

The cost of a pen is ₹ 10 and the cost of a pencil is ₹ 2. How many times the cost of a pen is that of a pencil? Obviously, it is five times.

In the above examples, we compared the two quantities in terms of ‘how many times’. This comparison is known as the Ratio. We denote the ratio using the symbol ‘:’

Consider the earlier examples again. We can say,

The ratio of father’s weight to Isha’s weight = \(\frac{75}{25}=\frac{3}{1}=3: 1\)

The ratio of the cost of a pen to the cost of a pencil = \(\frac{10}{2}=\frac{5}{1}=5: 1\)

Let us look at this problem.

In a class, there are 20 boys and 40 girls. What is the ratio of

  1. Number of girls to the total number of students.
  2. Number of boys to the total number of students.

First, we need to find the total number of students, which is,

Number of girls + Number of boys = 20 + 40 = 60.

Then, the ratio of the number of girls to the total number of students is \(\frac{40}{60}=\frac{2}{3}=2: 3\)

Find the answer to part (2) in a similar manner.

Now consider the following example.

The length of a house lizard is 20 cm and the length of a crocodile is 4 m.

“I am 5 times bigger thank you”. says the lizard. As we can see this is really absurd. Alizard’s length cannot be 5 times the length of a crocodile.

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Crocidil And Lizard Measurments

So, what is wrong? Observe that the length of the lizard is in centimetres and the length of the crocodile is in metres. So, we have to cover the same unit.

Length of the crocodile = 4 m = 4 x 100 = 400 cm.

Therefore, the ratio of the length of the crocodile to the length of the lizard = \(\frac{400}{20}=\frac{20}{1}=20: 1.\)

Two quantities can be compared only if they are in the same unit.

Now what is the ratio of the length of the lizard to the length of the crocodile?

It is \(\frac{20}{400}=\frac{1}{20}=1: 20.\)

Observe that the two ratios 1:20 and 20:1 are different from each other.

The ratio 1: 20 is the ratio of the length of the lizard to the length of the crocodile whereas, 20: 1 is the ratio of the length of the crocodile to the length of the lizard.

Now consider another example.

The length of a pencil is 18 cm and its diameter is 8 mm.

What is the ratio of the diameter of the pencil to that of its length?

Since the length and the diameter of the pencil are given in different units, we first need to convert them into the same unit.

Thus, the length of the pencil = 18 cm = 18 x 10 mm = 180 mm.

The ratio of the diameter of the pencil to that of the length of the pencil = \(\frac{8}{180}=\frac{2}{45}=20: 45.\)

Think of some more situations where you compare two quantities of the same type in different units.

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Comparing Two Quantities Of Same Type In Different Units

We use the concept of ratio in many situations of our daily life without realising that we do so.

Compare the drawings A and B. B looks more natural than A. Why?

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Comparing Two Pictures Of A Pencil

The legs in picture A are too long in comparison to the other body parts. This is because we normally expect a certain ratio of the length of the legs to the length of the whole body.

Compare the two pictures of a pencil. Is the first one looking like a full pencil? No.

Why not? The reason is that the thickness and the length of the pencil are not in the correct ratio.

Same Ratio In Different Situations:

Consider the following:

  • The length of a room is 30 m and its breadth is 20 m. So, the ratio of the length of the room to the breadth of the room = \(\frac{30}{20}=\frac{3}{2}=3: 2.\)
  • There are 24 girls and 16 boys going for a picnic. Ratio of the number of girls to the number of boys = \(\frac{24}{16}=\frac{3}{2}=3: 2 .\)
  • The ratio in both the examples is 3: 2.
  • Note the ratios 30: 20 and 24: 16 in the lowest form are the same as 3: 2. These are equivalent ratios.
  • Can you think of some more examples having the ratio 3:2?
  • It is fun to write situations that give rise to a certain ratio. For example, write situations that give the ratio 2:3.
  • The ratio of the breadth of a table to the length of the table is 2 : 3.
  • Sheena has 2 marbles and her friend Shabnam has 3 marbles.

Then, the ratio of marbles that Sheena and Shabnam have is 2:3.

Can you write some more situations for this ratio? Give any ratio to your friends and ask them to frame situations.

Ravi and Rani started a business and invested money in the ratio 2:3. After one year the total profit was ₹ 4,00,000.

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Sheen Has Two Marbles And Shabnam Has Three Marbles

Ravi said “We would divide it equally”, Rani said, “I should get more as I have invested more”.

It was then decided that profit would be divided by the ratio of their investment.

Here, the two terms of the ratio 2 : 3 are 2 and 3.

Some of these terms = 2 + 3 = 5 What does this mean?

This means if the profit is ₹ 5 then Ravi should get ₹ 2 and Rani should get ₹ 3.

Or, we can say that Ravi gets 2 parts and Rani gets 3 parts out of the 5 parts.

i. e., Ravi should get \(\frac{2}{5}[latex] of the total profit and Rani should get [latex]\frac{3}{5}[latex] of the total profit.

If the total profit were ₹ 500

Ravi would get ₹ [latex]\frac{2}{5}[latex] x 500 = ₹ 200

and Rani would get [latex]\frac{3}{5}[latex] x 500 = ₹ 300

Now, if the profit were ₹ 4,00,000 could you find the share of each?

Ravi’s share = ₹ [latex]\frac{2}{5}[latex] x 4,00,000 = ₹ 1,60,000

And Rani’s share = ₹ [latex]\frac{3}{5}[latex] x 4,00,000 = ₹ 2,40,000

Can you think of some more examples where you have to divide a number of things in some ratio? Frame three such examples and ask your friends to solve them.

Let us look at the kind of problems we have solved so far.

Example 1. The length and breadth of a rectangular field are 50 m and 15 m respectively. Find the ratio of the length to the breadth of the field.

Solution: Length of the rectangular field = 50 m

The breadth of the rectangular field = 15 m

The ratio of the length to the breadth is 50: 15

The ratio can be written as [latex]\frac{50}{15}=\frac{50 \div 5}{15 \div 5}=\frac{10}{3}=10: 3\)

Thus, the required ratio is 10 : 3.

Example 2. Find the ratio of 90 cm to 1.5 m.

Solution: The two quantities are not in the same units. Therefore, we have to convert them into the same units.

1.5 m = 1.5 x 100cm = 150cm.

Therefore, the required ratio is 90: 150.

= \(\frac{90}{150}=\frac{90 \times 30}{150 \times 30}=\frac{3}{5}\)

The required ratio is 3: 5.

Example 3. There are 45 people working in the office. If the number of females is 25 and the remaining are males, find the ratio of:

  1. The number of females to number of males.
  2. The number of males to number of females.

Solution: Number of females = 25

Total number of workers = 45

Number of males = 45 – 25 = 20

Therefore, the ratio of the number of females to the number of males = 25: 20 = 5: 4

The ratio of a number of males to the number of females = 20:25 = 4:5.

(Notice that there is a difference between the two ratios 5: 4 and 4: 5).

Example 4. Give two equivalent ratios of 6: 4.

Solution: Ratio \(6: 4=\frac{6}{4}=\frac{6 \times 2}{4 \times 2}=\frac{12}{8} \text {. }\)

Therefore, 12: 8 is an equivalent ratio of 6: 4

Similarly, the ratio \(6: 4=\frac{6}{4}=\frac{6 \times 2}{4 \times 2}=\frac{3}{2}\)

So, 3:2 is another equivalent ratio of 6: 4.

Therefore, we can get equivalent ratios by multiplying or dividing the numerator and denominator by the same number.

Write two more equivalent ratios of 6: 4.

Example 5. Fill in the missing numbers: \(\frac{14}{21}=\frac{\square}{3}=\frac{6}{\square}\)

Solution: In order to get the first missing number, we consider the fact that 21=3×7.

i.e. when we divide 21 by 7 we get 3.

This indicates that to get the missing number of the second ratio, 14 must also be divided by 7

When we divide, we have, 14 ÷ 7 = 2

Hence, the second ratio is \(\frac{2}{3}\).

Similarly, to get the third ratio we multiply both terms of the second ratio by 3. (Why?)

Hence, the third ratio is \(\frac{6}{9}\).

Therefore, \(\frac{14}{21}=\frac{2}{3}=\frac{6}{9}\) [These are all equivalent ratios.]

Example 6. The ratio of the distance of the school from Mary’s home to the distance of the school from John’s home is 2: 1.

(1)Who lives nearer to the school?

(2)Complete the following table which shows some possible distances that Mary and John could live from the school

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Mary and John could live from the school

(3)If the ratio of the distance of Mary’s home to the distance of Kalam’s home from school is 1: 2, then who lives nearer to the school?

Solution:

(1) John lives nearer to the school (As the ratio is 2: 1).

(2)

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Mary and John could live from school

(3) Since the ratio is 1: 2, so Mary lives nearer to the school.

Example 7. Divide ₹ 60 in the ratio 1: 2 between Kriti and Kiran.

Solution: The two parts are 1 and 2.

Therefore, the sum of the parts =1+2 = 3.

This means if there are ₹ 3, Kriti will get ₹ 1 and Kiran will get ₹ 2.

Or, we can say that Kriti gets 1 part and Kiran gets 2 parts out of every 3 parts.

Therefore, Kriti’s share = \(\frac{1}{3} \times 60=₹ 20\)

And Kiran’s share = \(\frac{2}{3} \times 60=₹ 40\)

NCERT Notes For Class 6 Maths Proportion

Consider This Situation:

Raju went to the market to purchase tomatoes. One shopkeeper tells him that the cost of tomatoes is ₹ 40 for 5 kg. Another shopkeeper gives the cost as 6 kg for ₹ 42. Now, what should Raju do?

Should he purchase tomatoes from the first shopkeeper or from the second? Will the comparison by taking the difference help him decide? No. Why not?

Think of some way to help him. Discuss with your friends.

Consider Another Example.

Bhavika has 28 marbles and Vini has 180 flowers. They want to share these among themselves. Bhavika gave 14 marbles to Vini and Vini gave 90 flowers to Bhavika. But Vini is not satisfied.

She felt she had given more flowers to Bhavika than the marbles given by Bhavika to her.

What do you think? Is Vini correct?

To solve this problem both went to Vini’s mother Pooja.

Pooja explained that out of 28 marbles, Bahvika gave 15 marbles to Vini.

Therefore, the ratio is 14: 28 = 1: 2

And out of 180 flowers, Vini had given 90 flowers to Bhavika.

Therefore, the ratio is 90: 180 = 1: 2

Since both the ratios are the same, the distribution is fair.

Two friends Ashma and Pankhuri went to market to purchase hair clips. They purchased 20 chair clips for ₹ 30.

Ashma gave ₹ 12 and Pankhuri gave ₹ 18. After they came back home, Ashma asked Pankhuri to give 10 hair clips to her. But Pankhuri said, “Since I have given money I should get more clips. You should get 8 hair clips and I should get 12”.

Can you tell who is correct? Ashma or Phankhuri? Why?

The ratio of money given by Ashma to the money given by Pankhuri = ₹ 12 : ₹ 18 = 2 : 3

According to Ashma’s suggestion, the ratio of the number of hair clips for Ashma to the number of clips for Pankhuri = 10: 10 = 1: 1

According to Pankhuru’s suggestion, the ratio of the number of hair clips for Ashma to the number of clips for Pankhuri = 8: 12 = 2 : 3

Now, notice that according to Ashma’s distribution, the ratio of hair clips and the ratio of money given by them is not the same. However, according to Pankhuri’s distribution, the two ratios are the same.

Hence, we can say that Pankhuri’s distribution is correct.

Does sharing a ratio mean something?

Consider the following examples:

Raj purchased 3 pens for ₹ 15 and Anu purchased 10 pens for ₹ 50. Whose pens are more expensive?

The ratio of the number of pens purchased by Raj to the number of pnes purchased by Anu = 3:10

Ratio of their costs = 15 : 50 = 3 : 10

Both the ratios 3: 10 and 15: 50 are equal. Therefore, the pens were purchased for the same price by both.

Rahim sells 2 kg of apples for ₹ 180 and Roshan sells 4 kg of apples for ₹ 360.

Whose apples are more expensive?

Ratio of the weight of apples = 2 kg : 4 kg = 1 : 2

Ratio of their cost = ₹ 180 : ₹ 360 = 6 : 12 = 1 : 2

So, the ratio of the weight of apples = ratio of their cost.

Since both the ratios are equal, hence, we say that they are in proportion. They are selling apples at the same rate.

If two ratios are equal, we say that they are in proportion and use the symbol ‘::’ or ‘=’ to equate the two ratios.

For the first example, we can say 3, 10, 15 and 50 are in proportion which is written as 3: 10:: 15: 50 and is read as 3 is to 10 as 15 is to 50 or it is written as 3: 10 = 15: 50.

For the second example, we can say 2,4, 180 and 360 are in proportion which is written as 2: 4:: 180: 360 and is read as 2 is to 4 as 180 is to 360.

Let us consider another example.

A man travels 35 km in 2 hours. With the same speed would he be able to travel 70 km in 4 hours?

Now, the ratio of the two distances travelled by the man is 35 to 70 =1:2 and the ratio of the time taken to cover these distances is 2 to 4 = 1: 2.

Hence, the two ratios are equal i.e. 35: 70 = 2: 4.

Therefore, we can say that the four numbers 35,70,2 and 4 are in proportion.

Hence, we can write it as 35: 70:: 2: 4 and read it as 35 is to 70 as 2 is to 4. Hence, he can travel 70 km in 4 hours with that speed.

Now, consider this example.

What cost of 2 kg of apples is ₹ 180 and a 5 kg watermelon costs ₹ 45.

Now, the ratio of the weight of apples to the weight of watermelon is 2: 5.

And ratio of the cost of apples to the cost of the watermelon is 180: 45 = 4: 1.

Here, the two ratios 2: 5 and 180:45 are not equal,

i.e. 2: 5 ≠ 180: 45

Therefore, the four quantities 2,5,180 and 45 are not in proportion.

If two ratios are not equal, then we say that they are not in proportion.

In a statement of proportion, the four quantities involved when taken in order are known as respective terms. The first and fourth terms are known as extreme terms. The second and third terms are known as middle terms.

For example, in 35: 70:: 2: 4;

35,70,2,4 are the four terms. 35 and 4 are the extreme terms. 70 and 2 are the middle terms.

Example 8. Are the ratios 25g: 30g and 40 kg: 48 kg in proportion?

Solution: 25g: 30g = \(\frac{25}{30}\) = 5:6

40 kg : 48 kg = \(\frac{40}{48}\) = 5:6

So, 25: 30 = 40: 48.

Therefore, the ratios 25 g: 30 g and 40 kg: 48 kg are in proportion, i.e. 25: 30:: 40: 48

The middle terms in this are 30,40 and the extreme terms are 25,48.

Example 9. Are 30, 40,45 and 60 in proportion?

Solution: Ratio of 30 to 40 = \(\frac{30}{40}\) = 3 : 4.

Ratio of 45 to 60 = \(\frac{45}{60}\) = 3 : 4.

Since, 30: 40 = 45: 60.

Therefore, 30, 40, 45, and 60 are in proportion.

Example 10. Do the ratios 15 cm to 2 m and 10 sec to 3 minutes form a proportion?

Solution: Ratio of 15 cm to 2 m = 15 : 2 x 100 (1 m = 100 cm) = 3:40

Ratio of 10 sec to 3 min = 10 : 3 x 60 (1 min = 60 sec) = 1:18

Since, 3.40 ≠ 1.18, therefore, the given ratios do not form a proportion.

NCERT Notes For Class 6 Maths Unitary Method

Consider the following situations:

  1. Two friends Reshma and Seema went to the market to purchase notebooks. Reshmapurchased 2 notebooks for ₹ 24. What is the price of one notebook?
  2. A scooter requires 2 litres of petrol to cover 80 km. How many litres of petrol is required to cover 1 km?

NCERT Notes For Class 6 Maths Chapter 12 Ratio And Proportion Reshma And Seema Went To Market To Purchase Notebooks

These are examples of the kinds of situations that we face in our daily lives. How would you solve these?

Reconsider the first example: What cost of 2 notebooks is ₹ 24.

Therefore, the cost of 1 notebook = ₹ 24 ÷ 2 = ₹ 12.

Now, if you were asked to find the cost of 5 such notebooks. It would be = ₹ 12 x 5 = ₹ 60

Reconsider the second example: We want to know how many litres are needed to travel 1 km.

For 80 km, petrol needed = 2 litres.

Therefore, to travel 1 km, petrol needed = \(\frac{2}{80}\) = \(\frac{1}{40}\) litres.

Now, if you are asked to find out how many litres of petrol are required to cover 120 km?

Then petrol needed = \(\frac{1}{40}\) x 120 litres = 3 litres

The method in which first we find the value of one unit and then the value of the required number of units is known as the Unitary Method.

We see that,

Distance travelled by Karan in 2 hours = 8 km

Distance travelled by Karan in 1 hour = \(\frac{8}{2}\) km = 4 km

Therefore, the distance travelled by Karan in 4 hours = 4 x 4 = 16 km

Similarly, to find the distance travelled by Kriti in 4 hours, first find the distance travelled by her in 1 hour.

Example 11. If the cost of 6 cans of juice is ₹ 210, then what will be the cost of 4 cans of juice? 

Solution: Cost of 6 cans of juice = ₹ 210

Therefore, cost of one can of juice = \(\frac{210}{6}\) = ₹ 35

Therefore, the cost of 4 cans of juice = ₹ 35 x 4 = ₹ 140.

Thus, the cost of 4 cans of juice is ₹ 140.

Example 12. A motorbike travels 220 km in 5 litres of petrol. How much distance will it cover in 1.5 litres of petrol?

Solution: With 5 litres of petrol, a motorbike can travel 220 km.

Therefore, in 1 litre of petrol, motorbike travels = \(\frac{220}{5}\) km

Therefore, in 1.5 litres, motorbike travels = \(\frac{220}{5}\) x 1.5 km

= \(\frac{220}{5}\) x \(\frac{15}{10}\) km = 66 km.

Thus, the motorbike can travel 66 km in 1.5 litres of petrol.

Example 13. If the cost of a dozen soaps is ₹ 153.60, what will be the cost of 15 such soaps?

Solution:

We know that 1 dozen = 12

Since, the cost of 12 soaps = ₹ 153.60

Therefore, cost of 1 soap = \(\frac{153.60}{12}\) = ₹ 12.80

Therefore, the cost of 15 soaps = ₹ 12.80 x 15 = ₹ 192

Thus, the cost of 15 soaps is ₹ 192.

Example 14. The cost of 105 envelopes is ₹ 350. How many envelopes can be purchased for ₹ 100?

Solution: In  ₹ 350, the number of envelopes that can be purchased = 105

Therefore, in ₹ 1, the number of envelopes that can be purchased = \(\frac{105}{350}\)

Therefore, in ₹ 100, the number of envelopes that can be purchased = \(\frac{105}{350}\) x 100 = 30

Thus, 30 envelopes can be purchased for ₹ 100.

Example 15. A car travels 90 km in 2 \(\frac{1}{2}\) hours.

  1. How much time is required to cover 30 km at the same speed?
  2. Find the distance covered in 2 hours with the same speed.

Solution:

(1) In this case, time is unknown and distance is known. Therefore, we proceed as follows:

2 \(\frac{1}{2}\) hours = \(\frac{5}{2}\) hours = \(\frac{5}{2}\) x 60 minutes = 150 minutes.

90 km is covered in 150 minutes

Therefore, 1 km can be covered in \(\frac{150}{90}\) minutes

Therefore, 30 km can be covered in \(\frac{150}{90}\) x 30 minutes i.e. 50 minutes

Thus, 30 km can be covered in 50 minutes.

(2) In this case, distance is unknown and time is known. Therefore we proceed as follows:

Distance covered in 2 \(\frac{1}{2}\) hours (i.e. \(\frac{5}{2}\) hours) = 90 km

Therefore, distance covered in 1 hour = 90 ÷ \(\frac{5}{2}\) km = 90 x \(\frac{2}{5}\) = 36 km

Therefore, distance covered in 2 hours = 36 x 2 = 72 km

Thus, in 2 hours, the distance covered is 72 km

NCERT Notes For Class 6 Maths Chapter 10 Mensuration

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Introduction

When we talk about some plane figures as shown below we think of their regions and their boundaries. We need some measures to compare them. We are looking into these now.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Introduction

Perimeter

Look at the following figures. You can make them with a wire or a string.

If you start from point S in each case and move along the line segments then you again reach point S. You have made a complete round of the shape in each ease (1), (2) and (3). The distance covered is equal to the length of the wire used to draw the figure.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Perimeter

This distance is known as the perimeter of the closed figure. It is the length of the wire needed to form the figures.

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The idea of perimeter is widely used in our daily life.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration

  • A farmer who wants to fence his field.
  • An engineer who plans to build a compound wall on all sides of a house.
  • A person preparing a track to conduct sports.

All these people use the idea of ‘perimeter’.

Give five examples of situations where you need to know the perimeter.

Perimeter is the distance covered along the boundary forming a closed figure when you go around the figure once.

So, how will you find the perimeter of any closed figure made up entirely of line segments? Simply find the sum of the lengths of all the sides (which are line segments).

NCERT Notes For Class 6 Maths Perimeter Of A Rectangle

Let us consider a rectangle ABCD whose length and breadth are 15 cm and 9 cm g respectively.

What will be its perimeter?

The perimeter of the rectangle is = Sum of the lengths of its four sides.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Perimeter Of A Rectangle

= AB + BC + CD + DA

= AB + BC + AB + BC

= 2 x AB + 2 x BC

= 2 x (AB + BC)

= 2 x (15cm + 9cm)

= 2 x (24cm)

= 48 cm

Hence, from the said example, we notice that

Perimeter of a rectangle = length + breadth + length + breadth

i.e. Perimeter of a rectangle = 2 x (length + breadth)

Let us now see the practical applications of this idea :

Example 1. Shabana wants to put a lace border all around a rectangular table cover, 3 m long and 2 m wide. Find the length of the lace required by Shabana.

Solution:

Length of the rectangular table cover = 3 m

The breadth of the rectangular table cover = 2 m

Shabana wants to put a lace border all around the table cover.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Lace Border All Round A Rectangular Table Cover

Therefore, the length of the lace required will be equal to the perimeter of the rectangular table cover.

Now, perimeter of the rectangular table cover = 2 x (length + breadth) = 2x(3m + 2m) = 2x5m=10m

So, the length of the lace required is 10 m.

Example 2. An athlete takes 10 rounds of a rectangular park, 50 m long and 25 m wide. Find the total distance covered by him.

Solution: Length of the rectangular park = 50 m

The breadth of the rectangular park = 25 m

The total distance covered by the athlete in one round will be the perimeter of the park.

Now, perimeter of the rectangular park = 2 x (length + breadth) = 2 x (50 m + 25 m)

= 2 x 75 m =150 m

So, the distance covered by the athlete in one round is 150 m.

Therefore, the distance covered in 10 rounds =10xl50m = 1500m The total distance covered by the athlete is 1500 m.

Example 3. Find the perimeter of a rectangle whose length and breadth are 150 cm and 1 m respectively.

Solution: Length = 150 cm

Breadth = lm = 100 cm

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Perimeter Of A Rectangle Length And Breadth

Perimeter of the rectangle = 2 x (length + breadth)

= 2 x (150 cm + 100 cm)

= 2 x (250 cm) = 500 cm = 5 m

Example 4. A farmer has a rectangular field of length and breadth of 240 m and 180 m respectively. He wants to fence it with 3 rounds of rope as shown. What is the total length of rope he must use?

Solution: The farmer has to cover three times the perimeter of that field.

Therefore, the total length of rope required is thrice its perimeter.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Farmer Has A Rectangular Field Of Length And Breadth

Perimeter of the field = 2 x (length + breadth)

= 2 x (240 m+ 180 m)

= 2 x 420 m = 840 m

Total length of rope required = 3 x 840 m = 2520 m

Example 5. Find the cost of fencing a rectangular park of length 250 m and breadth 175 ra at the rate of ₹ 12 per m

Solution: Length of the rectangular park = 250 m

The breadth of the rectangular park = 175 m

To calculate the cost of fencing we require a perimeter

Perimeter of the rectangle = 2 x (length + breadth)

= 2 x (250 m + 175 m)

= 2 x (425 m) = 850 m

Cost of fencing lm of park = ₹ 12

Therefore, the total cost of fencing the park = ₹12 x 850 = ₹ 10200

NCERT Notes For Class 6 Maths Perimeter Of Regular Shapes

Consider this example.

Biswamitra wants to put coloured tape all around a square picture of the side lm as shown. What will be the length of the coloured tape he requires?

Since Biswamitra wants to put the coloured tape all around the square picture, he needs to find the perimeter of the picture frame.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Perimeter Of Square Shapes

Thus, the length of the tape required

= Perimeter of square = 1m + 1m + 1m + 1m = 4m

Now, we know that all the four sides of a square are equal, therefore, in place of adding it four times, we can multiply the length of one side by 4.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Perimeter Of Rectangular Shapes

Thus, the length of the tape required = 4 x 1m = 4m

From this example, we see that

The perimeter of a square = 4 x length of a side

Draw more such squares and find the perimeters.

Now, look at an equilateral triangle with each side equal to 4 cm.

Can we find its perimeter?

Perimeter of this equilateral triangle = 4 + 4 + 4 cm = 3 x 4 cm = 12 cm

So, we find that

The perimeter of an equilateral triangle = 3 x the length of a side

What is similar between a square and an equilateral triangle?

They are figures having all the sides of equal length and all angles of equal measure Such figures are known as regular closed figures. Thus, a square and an equilateral triangle are regular closed figures,

You found that,

Perimeter of a square = 4 x length of one side

The perimeter of an equilateral triangle = 3 x the length of one side

Example 6. Find the distance travelled by Shaina if she takes three rounds of a square park of side 70 m.

Solution: Perimeter of the square park = 4 x length of a side = 4 x 70 m = 280 m

Distance covered in one round = 280 m

Therefore, distance travelled in three rounds=3 x 280m = 840m

Example 7. Pinky runs around a square field of side 75 m, Bob runs around a rectangular field with a length of 160 m and a breadth of 105 m. Who covers more distance and by how much?

Solution: Distance covered by Pinky in one round

= Perimeter of the square

= 4 x length of a side

= 4×75 m = 300m

Distance covered by Bob in one round

= Perimeter of the rectangle

= 2 x (length + breadth) = 2 x (160 m + 105 m)

= 2 x 265 m = 530 m

Difference in the distance covered = 530 m – 300 m = 230 m.

Therefore, Bob covers more distance by 230 m.

Example 8. Find the perimeter of a regular pentagon with each side measuring 3 cm.

Solution: This regular closed figure has 5 sides, each with a length of 3 cm.

Thus, we get Perimeter of the regular pentagon = 5 x 3 cm = 15 cm

Example 9. The perimeter of a regular hexagon is 18 cm. How long is it on one side?

Solution: Perimeters 18 cm

A regular hexagon has 6 sides, so we can divide the perimeter by 6 to get the length of one side.

One side of the hexagon = 18 cm -f 6 = 3 cm

Therefore, the length of each side of the regular hexagon is 3 cm.

Area

Look at the closed figures given below. All of them occupy some region of a flat surface.

Can you tell which one occupies more region?

The amount of surface enclosed by a closed figure is called its area.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Area Region

So, can you tell, which of the above figures has more area?

Now, look at the adjoining figures.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Closed Figure Of Area

Which one of these has a larger area? It is difficult to tell just by looking at these figures. So, what do you do?

Place them on a squared paper or graph paper where every square measures 1 cm x 1 cm.

Make an outline of the figure.

Look at the squares enclosed by the figure. Some of them are completely enclosed, some half, some less than half and some more than half.

The area is the number of centimetre squares that are needed to cover it.

But there is a small problem the squares do not always fit exactly into the area you measure. We get over this difficulty by adopting a convention.

  • The area of one full square is taken as 1 sq unit. If it is a centimetre square sheet, then the area of one full square will be 1 sq cm.
  • Ignore portions of the area that are less than half a square.
  • If more than half of a square is in a region, just count it as one square.
  • If exactly half the square is counted, take its area as 1/2 sq unit.

Such a convention gives a fair estimate of the desired area.

Example 1. Find the area of the shape shown in the figure.

Solution: This figure is made up of line segments.

Moreover, it is covered by full squares and half squares only. This makes our job simple.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Area Of The Shape

Fully-filled squares = 3

Half-filled squares = 3

Area covered by full squares = 3 x 1 sq units = 3 sq units

Total area = 4 1/2 sq units.

Example 2. By counting squares, estimate the area of the figure.

Solution: Make an outline of the figure on a graph sheet.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Outline On A Graph Sheet

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Square Estimate The Area

Total area = 11 + 3 x \(\frac{1}{2}\) + 7 = 19 \(\frac{1}{2}\) = sq units.

Example 3. By counting squares, estimate the area of the figure.

Solution: Make an outline of the figure on a graph sheet. This is how the squares cover the figure.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Square Covered Area

Total area = 1 + 7 = 8 sq units.

NCERT Notes For Class 6 Maths Area Of A Rectangle

With the help of the squared paper, can we tell, what will be the area of a rectangle whose length is 5 cm and breadth is 3 cm?

Draw the rectangle on a graph paper having 1 cm x 1 cm, squares. The rectangle covers 15 squares completely.

The area of the rectangle = 15 sq which can be written as 5 x 3 sq cm (length x breadth).

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Area Of A Rectangle

The measures of the sides of some of the rectangles are given. Find their areas by placing them on graph paper and counting the number of squares.

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Area Of The Length And Breadth

What do we infer from this?

We find,

Area of a rectangle = (length x breadth)

Without using graph paper, can we find the area of a rectangle whose length is 6 cm and breadth is 4cm?

Yes, it is possible.

What do we infer from this?

We find that,

Area of the rectangle = length x breadth = 6 cm x 4 cm = 24 sq cm.

NCERT Notes For Class 6 Maths Area Of A Square

Let us now consider a square of side 4 cm.

What will be its area?

If we place it on a centimetre of graph paper, then what do we observe?

It covers 16 squares i.e. the area of the square = 16 sq cm = 4 x 4 sq cm

NCERT Notes For Class 6 Maths Chapter 10 Mensuration Area Of A Square

Calculate areas of a few squares by assuring the length of one side of the squares by yourself.

Find their areas using graph paper.

What do we infer from this?

We find that in each case,

Area of the square = side x side

You may use this as a formula for doing problems.

Example 1. Find the area of a rectangle whose length and breadth are 12 cm and 4 cm respectively.

Solution: Length of the rectangle =12 cm

Breadth of the rectangle = 4 cm

Area of the rectangle = length x breadth

= 12 cm x 4 cm = 48 sq cm.

Example 2. Find the area of a square plot of side 8 m.

Solution: Side of the square = 8 m

Area of the square = side x side

= 8 m x 8 m = 64 sq m.

Example 3. The area of a rectangular piece of cardboard is 36 sq cm and its length is 9 cm. What is the width of the cardboard?

Solution: Area of the rectangle = 36 sq cm

Length = 9 cm

Width =?

Area of a rectangle = length x width

So, width = \(\frac{\text { Area }}{\text { Length }}=\frac{36}{9}=4 \mathrm{~cm}\)

Thus, the width of the rectangular cardboard is 4 cm.

Example 4. Bob wants to cover the floor of a room 3 m wide and 4 m long with squared tiles. If each square tile is of side 0.5 m, then find the number of tiles required to cover the floor of the room.

Solution: The total area of tiles must be equal to the area of the floor of the room.

Length of the room = 4 m Breadth of the room = 3 m

Area of the floor = length x breadth = 4mx3m=12sqm

Area of one square tile = side x side = 0.5 m x 0.5 m = 0.25 sq m

Number of tiles required = \(\frac{\text { Area of the floor }}{\text { Area of one tile }}=\frac{12}{0.25}=\frac{1200}{25}=48 \text { tiles. }\)

Example 5. Find the area in square metres of a piece of cloth 1 m 25 cm wide and 2 m long.

Solution: Length of the cloth = 2 m

Breadth of the cloth = 1 m 25 cm = 1 m + 0. 25 m = 1.25 m (since 25 cm = 0.25m)

Area of the cloth = length of the cloth x breadth of the cloth = 2 m x 1.25 m = 2.50 sq m

 

 

NCERT Notes For Class 6 Maths Chapter 8 Decimals

NCERT Notes For Class 6 Maths Chapter 8 Decimals Introduction

Savita and Shama were going to the market to buy some stationary items. Savita said, “I have 5 rupees and 75 paise”. Shama said, “I have 7 rupees and 50 paise”.

They knew how to write rupees and paise using decimals.

So Savita said, I have ₹ 5.75 and Shama said, “I have ₹ 7.50”.

Have they written correctly?

NCERT Notes For Class 6 Maths Chapter 8 Decimals Savita And Sharma Were Going To Market To Buy Stationary Items

We know that the dot represents a decimal point.

In this chapter, we will learn more about working with decimals.

Comparing Decimals

Can you tell which is greater, 0.07 or 0.1?

Take two pieces of square paper of the same size. Divide them into 100 equal parts.

For 0.07 we have to shade 7 parts out of 100.

Read and Learn More NCERT Notes for Class 6 Maths

Now, 0.1 = \(\frac{1}{10}\) = \(\frac{10}{100}\), so, for 0.1, shade 10 parts out 100.

NCERT Notes For Class 6 Maths Chapter 8 Decimals Comparing Decimals

This means 0.1 >0.07

Let us now compare the numbers 32.55 and 32.5. In this case, we first compare the whole part. We see that the whole part for both the numbers is 32 and, hence, equal.

We, however, know that the two numbers are not equal. So, we now compare the tenth part. We find that for 32.55 and 32.5, the tenth part is also equal, and then we compare the hundredth part.

NCERT Notes For Class 6 Maths Chapter 8 Decimals

We find, 32.55 = 32 + \(\frac{5}{10}\) + \(\frac{5}{100}\) and 32.5 = 32 + \(\frac{5}{100}\) + \(\frac{0}{100}\), therefore, 32.55>32.5 as the hundredth part of 32.55 is more.

Example 1. Which is greater?

  1. 1 or 0.99
  2. 1.09 or 1.093

Solution:

(1) 1 = 1 + \(\frac{0}{10}\) + \(\frac{0}{100}\); 0.99 = 0 + \(\frac{9}{10}\) + \(\frac{9}{100}\)

The whole part of 1 is greater than that of 0.99.

Therefore, 1 > 0.99

(2) 1.09 = 1 + \(\frac{0}{10}\) + \(\frac{9}{100}\) + \(\frac{0}{1000}\); 1.093 = 1 + \(\frac{0}{10}\) + \(\frac{9}{100}\) + \(\frac{3}{1000}\)

In this case, the two numbers have the same parts up to a hundredth.

But the thousandth part of 1.093 is greater than that of 1.09.

Therefore, 1.093 > 1.09.

NCERT Notes For Class 6 Maths Using Decimals

Money

We know that 100 paise = ₹ 1

Therefore, 1 paise = ₹ \(\frac{1}{100}\) = ₹ 0.01

So, 65 paise = ₹ \(\frac{65}{100}\) = ₹ 0.65

and 5 paise = ₹ \(\frac{5}{100}\) = ₹ 0.05

What is 105 paise? It is ₹ 1 and 5 paise = ₹ 1.05

Length

Mahesh wanted to measure the length of his tabletop in metres. He had a 50 cm scale. He found that the length of the tabletop was 156 cm. What will be its length in metres?

NCERT Notes For Class 6 Maths Chapter 8 Decimals Measure The Length Of The Table

Mahesh knew that 1 cm = \(\frac{1}{100}\) m or 0.01 m

Therefore, 56 cm = \(\frac{56}{100}\) m = 0.56 m

Thus, the length of the tabletop is 156 cm = 100 cm + 56 cm

= 1 m + \(\frac{56}{100}\) m = 1.56 m

Mahesh also wants to represent this length pictorially. He took squared papers of equal size and divided them into 100 equal parts. He considered each small square as one cm.

NCERT Notes For Class 6 Maths Chapter 8 Decimals Squared Papers Of Equal Size And Divides them Into Hundred Equal parts

Weight

Nandu bought 500g potatoes, 250g capsicum, 700g onions, 500g tomatoes, 100g ginger and 300g radish. What is the total weight of the vegetables in the bag? Let us add the weight of all the vegetables in the bag.

500 g + 250 g + 700 g + 500 g + 100 g + 300 g = 2350 g

We know that 1000 g = 1 kg

Therefore, 1 g = \(\frac{1}{1000}\) = 0.001 kg

Thus, 2350 g = 2000 g +350 g

= \(\frac{2000}{1000}\) kg + \(\frac{350}{1000}\) kg

= 2 kg+ 0.350 kg = 2.350 kg

NCERT Notes For Class 6 Maths Chapter 8 Decimals Weight Of Vegetables In bag

i. e. 2350 g = 2 kg 350 g = 2.350 kg

Thus, the weight of vegetables in Nandu’s bag is 2.350 kg.

NCERT Notes For Class 6 Maths Addition Of Numbers With Decimals

Add 0.35 and 0.42

Take a square and divide it into 100 equal parts

Mark 0.35 in this square by shading

3 tenths and colouring 5 hundredths.

Mark 0.42 in this square by shading

4 tenths and colouring 2 hundredths.

Now count the total number of tenths in the square and the total number of hundredths in the square.

NCERT Notes For Class 6 Maths Chapter 8 Decimals Addition Of Numbers With Decimals

Therefore, 0.35 + 0.42 = 0.77

Thus, we can add decimals in the same way as whole numbers.

Can you now add 0.68 and 0.54?

NCERT Notes For Class 6 Maths Chapter 8 Decimals Addition Of Numbers With Decimal

Thus, 0.68 + 0.54= 1.22

Example 1. Lata spent 19.50 for buying a pen and ₹ 2.50 for one pencil. How much money did she spend?

Solution: Money spent for pen = ₹ 9.50

Money spent for pencil = ₹ 2.50

Total money spent = ₹ 9.50 +₹2.50

Total money spent = ₹ 12.00

Example 2. Samson travelled 5 km 52 m by bus, 2 km 265 m by car and the rest 1km 30 m he walked. How much distance did he travel in all?

Solution: Distance travelled by bus = 5 km 52 m = 5.052 km

Distance travelled by car = 2 km 265 m = 2.265 km

Distance travelled on foot = 1 km 30 m = 1.030 km

Therefore, the total distance travelled is \(\begin{array}{r}
5.052 \mathrm{~km} \\
2.265 \mathrm{~km} \\
+\quad 1.030 \mathrm{~km} \\
\hline 8.347 \mathrm{~km} \\
\hline
\end{array}\)

Therefore, total distance travelled = 8.347 km

Example 3. Rahul bought 4 kg 90 g of apples, 2 kg 60 g of grapes and 5 kg 300 g of mangoes. Find the total weight of all the fruits he bought.

Solution: Weight of apples = 4 kg 90 g = 4.090 kg

Weight of grapes = 2 kg 60 g = 2.060 kg

Weight of mangoes = 5 kg 300 g = 5.300 kg

Therefore, the total weight of the fruits bought is \(\begin{array}{r}
4.090 \mathrm{~kg} \\
2.060 \mathrm{~kg} \\
+\quad 5.300 \mathrm{~kg} \\
\hline 11.450 \mathrm{~kg} \\
\hline
\end{array}\)

The total weight of the fruits bought = 11.450 kg.

NCERT Notes For Class 6 Maths Subtraction Of Decimals

Subtract 1.32 from 2.58

This can be shown in the table.

NCERT Notes For Class 6 Maths Chapter 8 Decimals Subtraction Of Decimals

Thus, 2.58-1.32 = 1.26

Therefore, we can say that, subtraction of decimals can be done by subtracting hundredths from hundredths, tenths from tenths, ones from ones and so on, just as we did in addition.

Sometimes while subtracting decimals, we may need to regroup like we did in addition.

Let us subtract 1.74 from 3.5.

NCERT Notes For Class 6 Maths Chapter 8 Decimals Subtraction Of Decimal

Subtract in the hundredth place.

Can’t subtract! so regroup \(\begin{array}{r}
{ }^2 3 .{ }^{14} 5{ }^{10} 0 \\
-1.74 \\
\hline 1.76 \\
\hline
\end{array}\)

Example 1. Abhishek had ₹ 7.45. Did he buy toffees for ₹ 5.30? hind the balance amount left with Abhishek.

Solution: Total amount of money = ₹ 7.45

Amount spent on toffees = ₹ 5.30

Balance amount of money = ₹ 7.45 – ₹ 5.30 = ₹ 2.15

Example 2. Urmila’s school is at a distance of 5 km 350 m from her house. She travels 1 km 70 m on foot and the rest by bus. How much distance does she travel by bus?

Solution: Total distance of the school from the house = 5.350 km

Distance travelled on foot = 1.070 km

Therefore, distance travelled by bus = 5.350 – 1.070 km

Thus, distance travelled by bus = 4.280 km or 4 km 280 m

Example 3. Kanchan bought a watermelon weighing 5 kg 200 g.  Out of this, she gave 2 kg 750 g to her neighbour.  What is the weight of the watermelon left with Kanchan?

Solution: Total weight of the watermelon = 5.200 kg

Watermelon given to the neighbour = 2.750 kg

Therefore, weight of the remaining watermelon = 5.200 kg-2.750kg =2.450kg

NCERT Notes For Class 6 Maths Chapter 7 Fraction

NCERT Notes For Class 6 Maths Chapter 7 Fraction Introduction

Subhash had learnt about fractions in Classes 4 and 5, so whenever possible he would try to use fractions.

One occasion was when he forgot his lunch at home. His friend Farida invited him to share her lunch. She had five pooris in her lunch box.

So, Subhash and Farida took two pooris each. Then Farida made two equal halves of the fifth poori and gave one half to Subhash and took the other half herself. Thus, both Subhash and Farida had 2 full pooris and one-half poori.

NCERT Notes For Class 6 Maths Chapter 7 Fraction Learing Fractions

Where do you come across situations with fractions in your life?

Subhash knew that one-half is written as \(\frac{1}{2}\) eating he further divided his half poori into two equal parts and asked Farida what fraction of the whole poori was that piece.

Read and Learn More NCERT Notes for Class 6 Maths

Without answering, Farida also divided her portion of the half puri into two equal parts and kept them beside Subhash’s shares.

NCERT Notes For Class 6 Maths Chapter 7 Fraction

She said that these four equal parts together make one whole. So, each equal part is one-fourth of one whole poori and 4 parts together will be \(\frac{4}{4}\) or 1 whole poori.

When they ate, they discussed what they had learnt earlier. Three parts out of 4 equal parts is \(\frac{3}{4}\).

Similarly, \(\frac{3}{7}\) is obtained when we divide a whole into seven equal parts and take three parts. For \(\frac{1}{8}\), we divide a whole into eight equal parts and take one part out of it.

NCERT Notes For Class 6 Maths Chapter 7 Fraction Across Situations With Fractions

Farida said that we have learnt that a fraction is a number representing part of a whole. The whole may be a single object or a group of objects. Subhash observed that the parts have to be equal.

NCERT Notes For Class 6 Maths A Fraction

Let us recapitulate the discussion.

A fraction means a part of a group or of a region.

∴ \(\frac{5}{2}\) is a fraction. We read it as “five-twelfths”.

What does “12” stand for? It is the number of equal parts into which the whole has been divided.

What does “5” stand for? It is the number of equal parts which have been taken out.

Here 5 is called the numerator and 12 is called the denominator.

Name the numerator of \(\frac{3}{7}\) and the denominator of \(\frac{4}{15}\).

NCERT Notes For Class 6 Maths Fraction On The Number Line

You have learnt to show whole numbers like 0,1,2… on a number line.

We can also show fractions on a number line. Let us draw a number line and 1 try to mark \(\frac{1}{2}\) on it.

We know that \(\frac{1}{2}\) is greater than 0 and less than 1, so it should lie between 0 and 1.

Since we have to show b, we divide the gap between 0 and 1 into two equal parts and show 1 part as \(\frac{1}{2}\).

NCERT Notes For Class 6 Maths Chapter 7 Fraction On The Number Half Line

Suppose we want to show \(\frac{1}{3}\) on a number line. Into how many equal parts should the length between 0 and 1 be divided? We divide the length between 0 and 1 into 3 equal parts and show one part as \(\frac{1}{3}\)

NCERT Notes For Class 6 Maths Chapter 7 Fraction One Into Three Equal Parts Number Line

Can we show \(\frac{2}{3}\) on this number line? \(\frac{2}{3}\) means 2 parts out of 3 parts as shown.

NCERT Notes For Class 6 Maths Chapter 7 Fraction Two Into Three Equal Parts Number Line

Similarly, how would you show \(\frac{0}{3}\) and \(\frac{3}{3}\) on this number line?

⇒ \(\frac{0}{3}\) is the point zero whereas since \(\frac{3}{3}\) is 1 whole, it can be shown by the point 1.

So if we have to show \(\frac{3}{7}\) on a number line, then, into how many equal parts should the length between 0 and 1 be divided? If P shows \(\frac{3}{7}\) then how many equal divisions lie between 0 and P? Where do \(\frac{0}{7}\) and \(\frac{7}{7}\) lie?

NCERT Notes For Class 6 Maths Proper Fractions

You have now learnt how to locate fractions on a number line. Locate the fractions \(\frac{3}{4}, \frac{1}{2}, \frac{9}{10}, \frac{0}{3}, \frac{5}{8}\) on separate number lines.

Does any one of the fractions lie beyond 1?

All these fractions lie to the left of las they are less than 1.

In fact, all the fractions we have learnt so far are less than 1. These are proper fractions. A proper fraction as Farida said, is a number representing part of a whole.

In a proper fraction, the denominator shows the number of parts into which the whole is divided and the numerator shows the number of parts which have been considered. Therefore, in a proper fraction, the numerator is always less than the denominator.

NCERT Notes For Class 6 Maths Improper and Mixed Fractions

Anagha, Ravi, Reshma and John shared their tiffin. Along with their food, they had also, brought 5 apples. After eating the other food, the four friends wanted to eat apples.

How can they share five apples among four of them?

NCERT Notes For Class 6 Maths Chapter 7 Fraction Improper And Mixed Fractions

Anagha said, ‘Let each of us have one full apple and a quarter of the fifth apple.’

NCERT Notes For Class 6 Maths Chapter 7 Fraction Anagha Said One Full Apple And A Quarter Of The Fifth Apple

Reshma said, ‘That is fine, but we can also divide each of the five apples into 4 equal parts and take one-quarter from each apple.’

NCERT Notes For Class 6 Maths Chapter 7 Fraction Reshma Said Divide Five Apples Into Four Equal Parts

Ravi said, ‘In both the ways of sharing each of us would get the same share, i.e., 5 quarters. Since 4 quarters make one whole, we can also say that each of us would get 1 whole and one quarter.

The value of each share would be five divided by four. Is it written as 5 -r 4?’ John said, ‘Yes the same as \(\frac{5}{4}\). Reshma added that in \(\frac{5}{4}\), the numerator is bigger than the denominator.

The fractions, where the numerator is bigger than the denominator are called improper fractions.

Thus, fractions like \(\frac{3}{2}, \frac{12}{7}, \frac{18}{5}\) are all improper fractions.

Ravi reminded John, ‘What is the other way of writing the share? Does it follow from Anagha’s way of dividing 5 apples?’

NCERT Notes For Class 6 Maths Chapter 7 Fraction One Of Fourth

John nodded, ‘Yes, It indeed follows from Anagha’s way. In her way, each share is one whole and one quarter. It is 1 + \(\frac{1}{4}\) and written in short as 1+\(\frac{1}{4}\) and written in short as 1\(\frac{1}{4}\). Remember, 1\(\frac{1}{4}\) is the same as \(\frac{5}{4}\).

Recall the pooris eaten by Farida, She got 2\(\frac{1}{2}\) poories.

NCERT Notes For Class 6 Maths Chapter 7 Fraction Two Half Poori

How many shaded halves are there in 2\(\frac{1}{2}\)? There are 5 shaded halves.

So, the fraction can also be written as \(\frac{5}{2}\), 2\(\frac{1}{2}\) is the Same as \(\frac{5}{2}\).

Fractions such as 1\(\frac{1}{4}\) and 2\(\frac{1}{2}\) are called Mixed Fractions. A mixed fraction is a combination of a whole and a part.

Where do you come across mixed fractions? Give some examples.

Example 1. Express the following mixed fractions as improper fractions:

  1. \(2 \frac{3}{4}\)
  2. \(7 \frac{1}{9}\)
  3. \(5 \frac{3}{7}\)

Solution:

  1. \(2 \frac{3}{4}=2+\frac{3}{4}=\frac{2 \times 4}{4}+\frac{3}{4}=\frac{11}{4}\)
  2. \(7 \frac{1}{9}=\frac{(7 \times 9)+1}{9}=\frac{64}{9}\)
  3. \(5 \frac{3}{7}=\frac{(5 \times 7)+3}{7}=\frac{38}{7}\)

Thus, we can express a mixed fraction as an improper fraction as \(\frac{\text { (Whole } \times \text { Denominator })+ \text { Numerator }}{\text { Denominator }} \text {. }\)

NCERT Notes For Class 6 Maths Equivalent Fractions

Look at all these representations of fractions.

NCERT Notes For Class 6 Maths Chapter 7 Fraction Equivalent Fractions

These fractions are \(\frac{1}{2}, \frac{2}{4}, \frac{3}{6}\), representing the parts taken from the total number of parts.

If we place the pictorial representation of one over the other they are found to be equal. Do you agree?

These fractions are called equivalent fractions. Think of three more fractions that are equivalent to the above fractions.

Understanding Equivalent Fractions \(\frac{1}{2}, \frac{2}{4}, \frac{3}{6}, \ldots, \frac{36}{72} \ldots\) are all equivalent fractions. They represent the same part of a whole.

Think, Discuss And Write Why do the equivalent fractions represent the same part of a whole? How can we obtain one from the other?

We note \(\frac{1}{2}=\frac{2}{4}=\frac{1 \times 2}{2 \times 2}\) Similarly, \(\frac{1}{2}=\frac{3}{6}=\frac{1 \times 3}{2 \times 3}=\frac{1}{2}\) and \(\frac{1}{2}=\frac{4}{8}=\frac{1 \times 4}{2 \times 4}\)

To find an equivalent fraction of a given fraction, you may multiply both the numerator and the denominator of the given fraction by the same number.

Rajni says that equivalent fractions of \(\frac{1}{3}\) are: \(\frac{1 \times 2}{3 \times 2}=\frac{2}{6}, \quad \frac{1 \times 3}{3 \times 3}=\frac{3}{9}, \quad \frac{1 \times 4}{3 \times 4}=\frac{4}{12}\) and many more.

Another Way Is there any other way to obtain equivalent fractions?

NCERT Notes For Class 6 Maths Chapter 7 Fraction Equivalent Fractions Shaded

These include an equal number of shaded things i.e. \(\frac{4}{6}=\frac{2}{3}=\frac{4 \div 2}{6 \div 2}\)

To find an equivalent fraction, we may divide both the numerator and the denominator by the same number.

One equivalent fraction of \(\frac{12}{15} \text { is } \frac{12 \div 3}{15 \div 3}=\frac{4}{5}\)

Can you find an equivalent fraction of \(\frac{9}{15}\) having denominator 5?

Example 1. Find the equivalent fraction of \(\frac{2}{5}\) with numerator 6.

Solution: We know 2×3 = 6. This means we need to multiply both the numerator and the denominator by 3 to get the equivalent fraction.

Hence, \(\frac{2}{5}=\frac{2 \times 3}{5 \times 3}=\frac{6}{15} ; \frac{6}{15}\) is the required equivalent fraction.

Example 2. Find the equivalent fraction of \(\frac{15}{35}\) with denominator 7.

Solution: We have \(\frac{15}{35}=\frac{□}{7}\)

We observe the denominator and find 35 – 5 = 7. We, therefore, divide both the numerator and the denominator \(\frac{15}{35}\) by 5.

Thus, \(\frac{15}{35}=\frac{15 \div 5}{35 \div 5}=\frac{3}{7}\)

An interesting fact

Let us now note an interesting fact about equivalent fractions. For this, complete the given table. The first two rows have already been completed for you.

NCERT Notes For Class 6 Maths Chapter 7 Fraction Equivalent Fraction

What do we infer? The product of the numerator of the first and the denominator of the second is equal to the product of the denominator of the first and the numerator of the second in all these cases. These two products are called cross-products.

Work out the cross-products for other pairs of equivalent fractions. Do you find any pair of fractions for which cross products are not equal? This rule is helpful in finding equivalent fractions.

Example 3. Find the equivalent fraction of \(\frac{2}{9}\) with denominator 63.

Solution: We have \(\frac{2}{9}=\frac{□}{63}\)

For this, we should have, 9 x □ = 2 x 63.

But 63 = 7 x 9, so 9 x □ = 2 x 7 x 9 = 14 x 9 = 9 x 14 or 9 x □ = 9 x 14

By comparison, □ = 14.

Therefore, \(\frac{2}{9}=\frac{14}{63}\)

NCERT Notes For Class 6 Maths The Simplest From Of A Fraction

Given the fraction \(\frac{36}{54}\), let us try to get an equivalent fraction in which the numerator and the denominator have no common factor except 1.

How do we do it? We see that both 36 and 54 are divisible by 2.

∴ \(\frac{36}{54}=\frac{36 \div 2}{54 \div 2}=\frac{18}{27}\)

But 18 and 27 also have common factors other than one. The common factors are 1, 3, 9; the highest is 9.

Therefore, \(\frac{18}{27}=\frac{18 \div 9}{27 \div 9}=\frac{2}{3}\)

Now 2 and 3 have no common factor except 1; we say that the fraction – is in the simplest form.

A fraction is said to be in the simplest (or lowest) form if its numerator and denominator have no common factor except 1.

The Shortest Way The shortest way to find the equivalent fraction in the simplest form is to find the HCF of the numerator and denominator, and then divide both of them by the HCF.

Consider \(\frac{36}{24}\).

The HCF of 36 and 24 is 12.

Therefore, \(\frac{36}{24}=\frac{36 \div 12}{24 \div 12}=\frac{3}{2}\).

The fraction \(\frac{3}{2}\) is in the lowest form.

Thus, HCF helps us to reduce a fraction to its lowest form.

Like Fractions

Fractions with the same denominators are called fractions.

Thus, \(\frac{1}{15}, \frac{2}{15}, \frac{3}{15}, \frac{8}{15}\) are all like fractions. Are \(\frac{7}{27}\) and \(\frac{7}{28}\) like fractions?

Their denominators are different. Therefore, they are not like fractions. They are called unlike fractions.

NCERT Notes For Class 6 Maths Comparing Fractions

Sohni has 3\(\frac{1}{2}\) rotis in her plate and Rita has 2\(\frac{3}{4}\) rods in her plate. Who has more rotis on her plate? Clearly, Sohni has 3 full rotis and more and Rita has less than 3 rotis. So, Sohni has more rotis.

Consider \(\frac{1}{2}\) and \(\frac{1}{3}\) as shown. The portion of the whole corresponding to \(\frac{1}{2}\) is clearly larger than the portion of the same whole corresponding to \(\frac{1}{3}\).

NCERT Notes For Class 6 Maths Chapter 7 Fraction Comparing Fractions

So \(\frac{1}{2}\) is greater than \(\frac{1}{3}\).

But often it is not easy to say which one out of a pair of fractions is larger. For example, which is greater, \(\frac{1}{4}\) or \(\frac{3}{10}\)?

For this, we may wish to show the fractions using figures, but drawing figures may not be easy, especially with denominators like 13.

We should therefore like to have a systematic procedure to compare fractions. It is particularly easy to compare fractions. We do this first.

Comparing Like Fractions Fractions are fractions with the same denominator. Which of these are like fractions?

∴ \(\frac{2}{5}, \frac{3}{4}, \frac{1}{5}, \frac{7}{2}, \frac{3}{5}, \frac{4}{5}, \frac{4}{7}\)

Let us compare two like fraction, \(\frac{3}{8}\) and \(\frac{5}{8}\)

NCERT Notes For Class 6 Maths Chapter 7 Fraction Comparing Like Fractions

In both the fractions the whole is divided into 8 equal parts. For and \(\frac{3}{8}\) and \(\frac{5}{8}\), we take 3 and 5 parts respectively out of the 8 equal parts.

Clearly, out of 8 equal parts, the portion corresponding to 5 parts is larger than the portion corresponding to 3 parts. Hence, \(\frac{5}{8}\) > \(\frac{3}{8}\).

Note the number of the parts taken is given by the numerator. It is, therefore, clear that for two fractions with the same denominator, the fraction with the greater numerator is greater.

Between \(\frac{4}{5}\) and \(\frac{3}{5}\), \(\frac{4}{5}\) is greater. Between \(\frac{11}{20}\) and \(\frac{13}{20}\), \(\frac{13}{20}\) is greater and so on.

Comparing Unlike Fractions Two fractions are unlike if they have different denominators. For example, \(\frac{1}{3}\) and \(\frac{1}{5}\) are unlike fractions. So are \(\frac{2}{3}\) and \(\frac{3}{5}\).

Unlike Fractions With The Same Numerator: Consider a pair of unlike fractions \(\frac{1}{3}\) and \(\frac{1}{5}\), in which the numerator is the same.

Which is greater \(\frac{1}{3}\) or \(\frac{1}{5}\)?

In \(\frac{1}{3}\), we divide the whole into 3 equal parts and take one. In \(\frac{1}{5}\), we divide the whole into 5 equal parts and take one. Note that in \(\frac{1}{3}\), the whole is divided into a smaller number of parts than in \(\frac{1}{5}\).

The equal part that we get in \(\frac{1}{3}\) is, therefore, larger than the equal part we get in \(\frac{1}{5}\).

Since in both cases, we take the same number of parts (i.e. one), the portion of the whole showing \(\frac{1}{3}\) is larger than the portion showing \(\frac{1}{5}\), and therefore \(\frac{1}{3}\) > \(\frac{1}{5}\).

In the same way we can say \(\frac{2}{3}\) > \(\frac{2}{5}\). In this case, the situation is the same as in the case above, except that the common numerator is 2, not 1.

The whole is divided into a large number of equal parts for \(\frac{2}{5}\) than for \(\frac{2}{3}\).

Therefore, each equal part of the whole in case of \(\frac{2}{3}\) is larger than that in case of \(\frac{2}{5}\). Therefore, the portion of the whole showing \(\frac{2}{3}\) is larger than the portion showing \(\frac{2}{5}\) and hence, \(\frac{2}{3}\) > \(\frac{2}{5}\).

We can see from the above example that if the numerator is the same in two fractions, the fraction with the smaller denominator is greater of the two.

Thus \(\frac{1}{8}>\frac{1}{10}, \frac{3}{5}>\frac{3}{7}, \frac{4}{9}>\frac{4}{11}\) and so on.

Let us arrange \(\frac{2}{1}, \frac{2}{13}, \frac{2}{9}, \frac{2}{5}, \frac{2}{7}\) in increasing order. All these fractions are unlike, but their numerator is the same.

Hence, in such a case, the larger the denominator, the smaller is the fraction. The smallest is \(\frac{2}{13}\), as it has the largest denominator.

The next three fractions in order are \(\frac{2}{9}, \frac{2}{7}, \frac{2}{5}\). The greatest fraction is \(\frac{2}{1}\)(It is with the smallest denominator).

The arrangement in increasing order, therefore, is \(\frac{2}{13}, \frac{2}{9}, \frac{2}{7}, \frac{2}{5}, \frac{2}{1}\).

Suppose we want to compare \(\frac{2}{3}\) and \(\frac{3}{4}\). Their numerators are different and so are their denominators. We know how to compare fractions, i.e. fractions with the same denominator.

We should, therefore, try to change the denominators of the given fractions, so that they become equal. For this purpose, we can use the method of equivalent fractions which we already know. Using this method we can change the denominator of a fraction without changing its value.

Let us find equivalent fractions of both \(\frac{2}{3}\) and \(\frac{3}{4}\).

∴ \(\frac{2}{3}=\frac{4}{6}=\frac{6}{9}=\frac{8}{12}=\frac{10}{15}=\ldots\).

Similarly, \(\frac{3}{4}=\frac{6}{8}=\frac{9}{12}=\frac{12}{16}=\ldots\).

The equivalent fractions of \(\frac{2}{3}\) and \(\frac{3}{4}\) with the same denominator 12 are \(\frac{8}{12}\) and \(\frac{9}{12}\) respectively.

i.e. \(\frac{2}{3}=\frac{8}{12}\) and \(\frac{3}{4}=\frac{9}{12}\)

Since, \(\frac{9}{12}>\frac{8}{12}\) we have, \(\frac{3}{4}>\frac{2}{3} \text {. }\)

Example 1. Compare \(\frac{4}{5}\) and \(\frac{5}{6}\)

Solution:

The fractions are unlike fractions. Their numerator is different too. Let us write their equivalent fractions.

⇒ \(\frac{4}{5}=\frac{8}{10}=\frac{12}{15}=\frac{16}{20}=\frac{20}{25}=\frac{24}{30}=\frac{28}{35}=\ldots \ldots \ldots . .\)

and \(\frac{5}{6}=\frac{10}{12}=\frac{15}{18}=\frac{20}{24}=\frac{25}{30}=\frac{30}{36}=\ldots \ldots \ldots . .\)

The equivalent fractions with the same denominator are: \(\frac{4}{5}=\frac{24}{30}\) and \(\frac{5}{6}=\frac{25}{30}\)

Since, \(\frac{25}{30}>\frac{24}{30}\) so, \(\frac{5}{6}>\frac{4}{5}\)

Note that the common denominator of the equivalent fractions is 30 which is 5 x 6. It is a common multiple of both 5 and 6.

So, when we compare two unlike fractions, we first get their equivalent fractions with a denominator which is a common multiple of the denominators of both fractions.

Example 2. Compare \(\frac{5}{6}\) and \(\frac{13}{15}\).

Solution: The fractions are unlike. We should first get their equivalent fractions with a denominator which is a common multiple of 6 and 15.

Now, \(\frac{5 \times 5}{6 \times 5}=\frac{25}{30}, \frac{13 \times 2}{15 \times 2}=\frac{26}{30}\)

Since \(\frac{26}{30}>\frac{25}{30}\) we have \(\frac{13}{15}>\frac{5}{6}\).

Why LCM?

The product of 6 and 15 is 90; obviously 90 is also a common multiple of 6 and 15. We may use 90 instead of 30; it will not be wrong. But we know that it is easier and more convenient to work with smaller numbers.

So the common multiple that we take is as small as possible. This is why the LCM of the denominators of the fractions is preferred as the common denominator.

NCERT Notes For Class 6 Maths Addition And Subtraction Of Fractions

So far in our study, we have learnt about natural numbers, whole numbers and then integers. In the present chapter, we are learning about fractions and different types of numbers.

Whenever we come across new types of numbers, we want to know how to operate with them.

Can we combine and add them? If so, how? Can we take away some number from another? i.e., can we subtract one from the other? and so on.

Which of the properties learnt earlier about the numbers hold now? Which are the new properties? We also see how these help us deal with our daily life situations.

Adding Or Subtracting Like Fractions

All fractions cannot be added orally. We need to know how they can be added in different situations and learn the procedure for it. We begin by looking at the addition of like fractions.

Take a 7 x 4 grid sheet. The sheet has seven boxes in each row and four boxes in each column.

How many boxes are there in total?

NCERT Notes For Class 6 Maths Chapter 7 Fraction Adding Or Subtracting Like Fractions

Colour five of its boxes in green.

What fraction of the whole is the green region?

Now colour another four of its boxes in yellow.

What fraction of the whole is this yellow region?

What, fraction of the whole is coloured altogether?

Does this explain that \(\frac{5}{28}+\frac{4}{28}=\frac{9}{28} ?\)

Look At More Examples

(1) we have 2 quarter parts of the figure shaded. This means we have 2 parts out of 4 shaded or \(\frac{1}{2}\) of the figure shaded.

That is, \(\frac{1}{4}+\frac{1}{4}=\frac{1+1}{4}=\frac{2}{4}=\frac{1}{2}\).

NCERT Notes For Class 6 Maths Chapter 7 Fraction

Look at (2) Demonstrates \(\frac{1}{9}+\frac{1}{9}+\frac{1}{9}=\frac{1+1+1}{9}=\frac{3}{9}=\frac{1}{3}\).

What do we learn from the above examples? The sum of two or more like fractions can be obtained as follows:

Step 1 Add the numerators.

Step 2 Retain the (common) denominator.

Step 3 Write the fraction as: \(\frac{\text { Result of Step } 1}{\text { Result of Step } 2}\)

Let us, thus, add \(\frac{3}{5}\) and \(\frac{1}{5}\).

We have \(\frac{3}{5}+\frac{1}{5}=\frac{3+1}{5}=\frac{4}{5}\)

So, what will be the sum of \(\frac{7}{12}\) and \(\frac{3}{12}\)?

Finding The Balance

Sharmila had \(\frac{5}{6}\) of a cake. She gave \(\frac{2}{6}\) out of that to her younger brother. How much cake is left with her?

A diagram can explain the situation. (Note that, here the given fractions are like fractions).

We find that \(\frac{5}{6}-\frac{2}{6}=\frac{5-2}{6}=\frac{3}{6} \text { or } \frac{1}{2}\)

(Is this not similar to the method of adding like fractions?)

NCERT Notes For Class 6 Maths Chapter 7 Fraction Balancing The Fractions

Thus, we can say that the difference of two like fractions can be obtained as follows:

Step 1 Subtract the smaller numerator from the bigger numerator.

Step 2 Retain the (common) denominator.

Step 3 Write the fraction as: \(\frac{\text { Result of Step } 1}{\text { Result of Step } 2}\)

Can we now subtarct \(\frac{3}{10}\) from \(\frac{8}{10}\)?

Adding And Subtracting Fractions

We have learnt to add and subtract like fractions. It is also not very difficult to add fractions that do not have the same denominator. When we have to add or subtract fractions we first find equivalent fractions with the same denominator and then proceed.

What added to \(\frac{1}{5}\) gives \(\frac{1}{2}\)? This means subtract \(\frac{1}{5}\) from \(\frac{1}{2}\) to get the required number.

Since \(\frac{1}{5}\) and \(\frac{1}{2}\) are unlike fractions, in order to subtract them, we first find their equivalent fractions with the same denominator. These are \(\frac{2}{10}\) and \(\frac{5}{10}\) respectively.

This is because \(\frac{1}{2}=\frac{1 \times 5}{2 \times 5}=\frac{5}{10}\)

and \(\frac{1}{5}=\frac{1 \times 2}{5 \times 2}=\frac{2}{10}\)

Therefore, \(\frac{1}{2}=\frac{1}{5}=\frac{5}{10}-\frac{2}{10}=\frac{5-2}{10}=\frac{3}{10}\)

Note that 10 is the least common multiple (LCM) of 2 and 5

Example 1. Subtract \(\frac{3}{4}\) from \(\frac{5}{6}\)

Solution: We need to find equivalent fractions of \(\frac{3}{4}\) and \(\frac{5}{6}\), which have the same denominator. This denominator is given by the LCM of 4 and 6. The required LCM is 12.

Therefore, \(\frac{5}{6}-\frac{3}{4}=\frac{5 \times 2}{6 \times 2}-\frac{3 \times 3}{4 \times 3}=\frac{10}{12}-\frac{9}{12}=\frac{1}{12}\)

Example 2. Add \(\frac{2}{5}\) to \(\frac{1}{3}\)

Solution: The LCM of 5 and 3 is 15.

Therefore, \(\frac{2}{5}+\frac{1}{3}=\frac{2 \times 3}{5 \times 3}+\frac{1 \times 5}{3 \times 5}=\frac{6}{15}+\frac{5}{15}=\frac{11}{15}\)

Example 3. Simplify: \(\frac{3}{5}\) – \(\frac{7}{20}\)

Solution: The LCM of 5 and 20 is 20.

Therefore, \(\frac{3}{5}-\frac{7}{20}=\frac{3 \times 4}{5 \times 4}-\frac{7}{20}=\frac{12}{20}-\frac{7}{20}\)

= \(\frac{12-7}{20}=\frac{5}{20}=\frac{1}{4}\)

How do we add or subtract mixed fractions? Mixed fractions can be written either as a whole part plus a proper fraction or entirely as an improper fraction.

One way to add (or subtract) mixed fractions is to do the operation separately for the whole parts and the other way is to write the mixed fractions as improper fractions and then directly add (or subtract) them.

Example 4. Add \(2 \frac{4}{5}\) and \(3 \frac{5}{6}\)

Solution: \(2 \frac{4}{5}+3 \frac{5}{6}=2+\frac{4}{5}+3+\frac{5}{6}=5+\frac{4}{5}+\frac{5}{6}\)

Now \(\frac{4}{5}+\frac{5}{6}=\frac{4 \times 6}{5 \times 6}+\frac{5 \times 5}{6 \times 5}\)(Since LCM of 5 and 6=30)

= \(\frac{24}{30}+\frac{25}{30}=\frac{49}{30}=\frac{30+19}{30}=1+\frac{19}{30}\)

Thus, \(5+\frac{4}{5}+\frac{5}{6}=5+1+\frac{19}{30}=6+\frac{19}{30}=6 \frac{19}{30}\)

And, therefore, \(2 \frac{4}{5}+3 \frac{5}{6}=6 \frac{19}{30}\)

Example 5. Find \(4 \frac{2}{5}-2 \frac{1}{5}\)

Solution: The whole numbers 4 and 2 and the fractional numbers \(\frac{2}{5}\) and \(\frac{1}{5}\) can be subtracted separately. (Note that 4>2 and \(\frac{2}{5}>\frac{1}{5}\))

So, \(4 \frac{2}{5}-2 \frac{1}{5}=(4-2)+\left(\frac{2}{5}-\frac{1}{5}\right)=2+\frac{1}{5}=2 \frac{1}{5}\)

Example 6. Simplify: \(8 \frac{1}{4}-2 \frac{5}{6}\)

Solution: Here 8>2 but \(\frac{1}{4}<\frac{5}{6}\).

We proceed as follows: \(8 \frac{1}{4}=\frac{(8 \times 4)+1}{4}=\frac{33}{4}\) and \(2 \frac{5}{6}=\frac{2 \times 6+5}{6}=\frac{17}{6}\)

Now, \(\frac{33}{4}-\frac{17}{6}=\frac{33 \times 3}{12}-\frac{17 \times 2}{12}\) (Since LCM of 4 and 6=12)

= \(\frac{99-34}{12}=\frac{65}{12}=5 \frac{5}{12}\)

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And Books

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And Books Exercises

Question 1. Match the following:

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Match-The-Contents

Answer:

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Match-The-Contents-2

Buildings, Paintings, and Books NCERT Solutions Chapter 10

Question 2. Fill in the blanks:

1. ______ was a great astronomer.
Answer: Aryabhata

Read and Learn More NCERT Solutions For Class 6 Social Science

2. Stories about gods and goddesses are found in the ________
Answer: Pur anas

3. _______ is recognized as the author of the Sanskrit Ramayana.
Answer: Valmiki

4. ______ and ________ are two Tamil epics.
Answer: Silappadikaram, Manimekalai.

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And Books

Question 3. Find out more and tell a story from one of the epics.
Answer:

  • The Ramayana is an epic written by Valmikiji. This epic is about Rama, a prince of Kosala (Avadh). He was sent into exile for fourteen years.
  • His wife Sita was abducted by the King of Lanka, named Ravana. Rama had to fight a battle to get her back. He won and returned to Ayodhya, the capital of Kosala, after his victory.

Question 4. List some steps that can be taken to make buildings and monuments accessible to differently-abled people.
Answer:

Steps that can be taken to make buildings and monuments accessible to differently able people:

  • Slopes can be created for the movement of wheelchairs or the height of stairs be reduced.
  • There can be audio guides for the visually impaired.
  • Toilets and other public facilities should suit their needs.
  • Volunteers may be employed to help these people.

Question 5. Try and list as many uses of paper as you can.
Answer:

List Of Uses Of Paper.

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Uses-Of-Paper

Question 6. If you could visit any one of the places described in this chapter, which would you choose and why?
Answer:

I would choose Mathura because it is related to the life of Lord Krishna. It is very near to Delhi, my home city.

Mathura is well connected by road and railways. There are many shrines and temples. I am fond of sweets. Mathura is well-known for its sweet products, especially peras (1teT).
Students can decide for themselves which place they want to go.

Class 6 History Chapter 10 Buildings, Paintings, and Books Solutions

Question 7. Look at the picture and describe what you see.
Answer:

The image of the sculpture from Amaravati shows the taming of Nalagiri elephants. It shows that the Buddhist sculptures were influenced by the Greek-Roman style. This was the result of direct trade links.

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Sculpture-From-Amaravati

Question 8. List the problems that stone cutters may have faced.
Answer:

Stone cutters had to find and choose the right kind of stone for the monolith. Moreover, they had to work from top to bottom; unlike the brick structure from bottom to top.

Question 9. In what ways is the cave shown here different from the illustration?
Answer:

There is a difference between the structure

  • The structure of Bhimbetka cave in Madhya Pradesh. These were the natural structures that provided shelter to people.
  • The structure here is a Jaina monastery in Odisha. This was carved out of a rock surface. It is a story structure with rooms for living and meditation.

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Bhimbetka-Cave-In-Madya-Pradesh-And-Jaina-Monastery-In-Odisha

Question 10. Describe what you see in each of these paintings.
Answer:

The painting depicts the art of Mural paintings. Natural colors were used. The paintings tell us about the previous life of Buddha, as a king.

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Painting-From-Ajanta

Question 11. Make a diagram to show the stages in the building of a temple or stupa.
Answer:

The Stages Of Building Temples:

  • Engs and queens decided to build these.
  • Choosing a place for the building.
  • Finding good quality stone, quarrying it.
  • Transporting the stone to the place.
  • Shaping the stone, carving into pillars or statues, walls, panels, etc.
  • Placing them in the right positions.
  • Gifts from devotees.

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Stages-Of-Builidings-Of-A-Temple-Or-Stupa

NCERT Solutions for Class 6 History Chapter 10

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And BooksVery Short Answer Type Questions

Question 1. When was the iron pillar made?
Answer:

Iron Pillar was made about 1500 years ago.

Question 2. Why was Amaravati famous?
Answer:

It was the site of a famous stupa.

Question 3. What is the difference between Puranas and Vedas?
Answer:

Only male Brahmins and Kshatriyas were allowed to read or recite Vedic verses. However, the women and Shudras were also allowed to read and hear Puranic verses.

Chapter 10 NCERT History Solutions: Buildings, Paintings, and Books

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And Books Short Answer Type Questions

Question 1. Who was Aryabhata?
Answer:

Aryabhata was a mathematician and an astronomer who wrote Aryabhatiyam’ in Sanskrit.

  • He stated that days and nights were caused by the rotation of the earth on its axis.
  • The scientific explanation for eclipses was also developed by him.
  • The way of calculating the circumference of a circle was also found by him. His method of calculation is nearly as accurate as practiced today.

Question 2. Describe in brief the Iron Pillar at Mehrauli, near towering Qutub Minar, in Delhi.
Answer:

  1. The iron pillar at Mehrauli (near Qutub Minar), in Delhi, is a remarkable example of the skill of crafts persons.
  2. It is made of iron, 7.2 M high, and weighs over 3 tonnes.
  3. This pillar was made nearly 1500 years ago. We know the date because there is an inscription on the pillar.
  4. This iron pillar is a great proof of advanced technology of metalwork in India. It has not rusted in all these years.

Question 3. How were stupas built in ancient India?
Answer:

  1. There were several stages in building a stupa.
  2. Generally, rulers or their wives decided to build stupas.
    • They probably spent money from their treasury to support those who worked to build these splendid structures.
  3. Then, good quality stone had to be found. Stone was quarried, and transported to the place carefully chosen for the new building.
  4. Skilled laborers and artisans were called at the place of construction.
    • The rough blocks of stone had to be shaped and carved.
    • And then these had to be placed in precisely the right position.
  5. Whenever devotees came to visit the stupas, they often brought gifts, which were used to decorate the building.
    • For instance, an association of ivory workers paid for one of the beautiful gateways at Sanchi.
    • Others who paid for decorations included merchants, farmers, garland makers, perfumers, and smiths. Also, hundreds of men and women are known only by their names inscribed at different places of stupas.

Buildings, Paintings, and Books: NCERT Solutions Chapter 10

Question 4. Discuss the features of the Ajanta Painting.
Answer:

  1. In Ajanta, several rocks were hollowed out over centuries to make artificial caves. Most of these were monasteries for Buddhist monks. Some of them were decorated with paintings.
  2. Most of the Ajanta paintings were done in the light of torches.
  3. The colors, which look new even after 1500 years, are made of plants and minerals.
  4. The artists who created these splendid works remain unknown.

Question 5. What do you know about Puranas?
Answer:

The Puranas are a collection of old Hindu religious stories.

  • They have stories about Vishnu, Shiva, Durga, Parvati, etc.
  • They have the details of their importance; and how they were worshipped.
  • There are accounts of the creation of the world; and many kings who ruled.
  • Puranas could be read or heard by everyone.

Question 6. What type of development took place in science?
Answer:

During this time Aryabhata stated.

  • The rotation of the earth on its axis causes day and night.
  • He gave the explanation for eclipses.
  • He also found a way to calculate the circumference of a circle.
  • He wrote Aryabhatiyam in Sanskrit.
  • The special symbol zero was invented in India during this time.

Question 7. Who invented the symbol for zero?
Answer:

Various types of Numericals were used earlier all over the world. The symbol for zero was invented by mathematicians in India. This system of counting was adopted by Arabs and spread to Europe. Now, it continues to be in use throughout the world.

Question 8. What was the method used by the Romans for counting?
Answer:

The system used by Romans for counting was without using zero. Roman numerals employ seven symbols. Numbers in this system are represented by combinations of letters.

Question 9.  Give a short note on Ayurveda.
Answer:

Ayurveda is a system of health science developed in ancient India. Plants and herbs were used to make medicines to cure diseases.

  • Charaka (1st-2nd Centuries C.E.) and Sushruta (C. 4th Century C.E.) are two famous practitioners of Ayurveda in ancient India.
  • Charaka wrote a remarkable book on medicine, Charak Samhita’
  • Sushruta in his treatise speaks about elaborate surgical procedures in ‘Susruta Samhita’.

Question 10. What major contributions were made by ancient Indian metallurgists?
Answer:

Ancient Indian metallurgists made various major contributions to the metallurgical history of the world.

  • During the excavations, the archaeologists found many things which show that the Harappans had knowledge of copper metallurgy. They were master craftsmen.
  • Even bronze was manufactured by them by mixing copper and tin. Harappans belonged to the Bronze Age.
  • Their successors belonged to the Iron Age. During ancient times highly advanced types of iron -forged iron, wrought iron, and cast iron were made in India.

Chapter 10 Buildings, Paintings, and Books NCERT Class 6

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And Books Long Answer Type Questions

Question 1. What is the meaning of the word Stupa? Mention certain common features of the stupa.
Answer:

Meaning of the word Stupa. The word stupa means a mound. Stupas are Buddhist religious buildings. There are several types of stupas, round and tall, big and small. These have certain common features.

Common features of the Stupa

  1. Generally, there is a small box placed at the center or heart of the stupa. This may contain bodily remains {such as teeth, bone, or ashes) of the Buddha or his followers. They keep things used by Buddha and his followers, as well as precious stones, and coins. This box, known as a relic casket, was covered with earth. Later, a layer of mud brick or baked brick was added. The structure was sometimes covered with carved stone slabs.
  2. Generally, a path, known as the pradakshina patha, was laid around the stupa. This was surrounded by railings. The entrance to the path was through gateways. Devotees walked around the stupa, in a clockwise direction for worship. Both railings and gateways were generally decorated with sculpture.

Question 2. Discuss in short some of the earliest Hindu temples.
Answer:

  1. Along with the Buddhist stupas, we also find some of the earliest Hindu temples. Deities such as Vishnu, Shiva, and Durga were worshipped in these shrines.
    • For example: temples at Bhitargaon in Uttar Pradesh.
  2. Bhitargaon’s Hindu temples were built about 1500 years ago. These temples were built of baked brick and stone.
  3. The most important part of the temple was the room known as the garbhagriha. Here the image of the chief deity was placed.
    • It was here that priests performed rituals, and devotees offered worship to the deity.
  4. Generally, a tower, known as the shikhara, was built on top of the garbhagriha.
  5. Most Hindu temples also had a space known as the mandapa, where people could assemble.
  6. In south India Mahabalipuram and Aihole, two towns were very famous for their temples. Some of the finest stone temples were built in these towns.
    • Three Of These Temples Are
      1. The Rathas,
      2. Shore temple,
      3. Durga temple.
  7. These temples were built about 1400 years ago. Monolith or single-stone temples are also very beautiful and impressive. These temples were carved out of a huge, single piece of stone.
    • Making these was very different from building with bricks.
    • Brick structures are built up by adding layers from the bottom upwards.
    • In Monolith temples the stone cutters had to work from top downwards.

Question 3. Explain the meaning of the word Epies. Discuss two Tamil epics.
Answer:

  1. Epics. Epics are grand, long compositions, about heroic men and women.
    • These compositions include stories about deities.
  2. Two Famous Tamil Epics
    1. The Silappadikaram: A famous Tamil epic, the Silappadikaram, was composed by a poet named Ilango, around 1800 years ago. It is the story of a merchant named Kovalan, who lived in Puhar and went to Madurai, where he was wrongly accused of theft by the court jeweler of the Pandya king.
      • The king sentenced him to death. Kannagi, his wife, was full of grief and anger at this injustice. She destroyed the whole city of Madurai.
    2. The Manimekalai: Second Tamil epic, the Manimekalai was composed by Sattanar around 1400 years ago. This describes the story of the daughter of Kovalan and Madhavi (his beloved).
      • These beautiful compositions were lost to scholars for several centuries. Their manuscripts were rediscovered, about a hundred years ago.

Question 4. Briefly describe the two Sanskrit epics.
Answer:

The two Sanskrit epics were Ramayana and Mahabharata.

  • Ramayana was written by Valmiki. It is the story of Prince Rama of Kosala.
  • Rama was sent to exile where his wife Sita was abducted by Ravana.
  • Rama fought a battle with Ravana. In this, he was supported by his brothers Lakshman and Hanuman.
  • After the victory, he returned to Ayodhya.
  • Mahabharata was the story of the war between the Kauravas and the Pandavas. It was to gain control of Hastinapur.
  • It was written by Ved Vyasa. Bhagavad Gita is included in the Mahabharata.

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And Books Multiple Choice Questions

Choose The Correct Answer:

Question 1. In which city the iron pillar of Mehrauli is located?

  1. Aihole
  2. Mahabalipuram
  3. Delhi
  4. Madurai

Answer: 3. Delhi

Question 2. What is the height of the Iron Pillar?

  1. 12 Mts
  2. 7.2 Mts
  3. 5.0 Mts
  4. 8.2 Mts

Answer: 2. 7.2 Mts

Question 3. What does stupa mean?

  1. Mound
  2. Round
  3. Tall
  4. Short

Answer: 1. Mound

NCERT Solutions History Class 6 Chapter 10

Question 4. Who are the God and Goddesses whose statues are worshipped in temples?

  1. Shiva, Vishnu, and Durga
  2. Indira Gandhi and Rajiv Gandhi
  3. All of these
  4. None of these

Answer: 1. Shiva, Vishnu and Durga

Question 5. Name the hall where people could assemble.

  1. Mandapa
  2. Shikharas
  3. Garbhagriha
  4. None of these

Answer: 1. Mandapa

Question 6. Who composed Silappadikaram?

  1. Ilango
  2. Banabhatta
  3. Kalidasa
  4. Sattaner

Answer: 1. Ilango

Question 7. Who composed Meghaduta?

  1. Banabhatta
  2. Kalidasa
  3. Surdasa
  4. None of these

Answer: 2. Kalidasa

Question 8. In which language were the Puranas written?

  1. Hindi
  2. Tamil
  3. Sanskrit
  4. English

Answer: 3. Sanskrit

Question 9. Which war was fought between the Kauravas and Pandavas?

  1. Ramayana
  2. Mahabharata
  3. Panipat
  4. None of these

Answer: 2. Mahabharata

Question 10. Which was the capital of Kosala?

  1. Hastinapura
  2. Ayodhya
  3. Kamal
  4. Delhi

Answer: 2. Ayodhya

NCERT History Chapter 10 Buildings, Paintings, and Books Summary

NCERT Solutions For Class 6 History Chapter 10 Buildings Paintings And Books Objective Type Questions

Question 1. Fill in the blanks with appropriate words.

1. The _______ is placed at the center of the stupa.
Answer: relic casket

2. _____ was built on top of the Garbhagriha.
Answer: Shikhafa

3. Pur anas were written in simple ________ language.
Answer: Sanskrit

4. ______ and ________ were known for the finest stone temples.
Answer: Mahabalipuram, Aihole

5. Paper was first invented by the ________
Answer: Chinese.

Question 2. State whether the given statement is true or false.

1. Devotees walked around the stupa in anti clock direction.
Answer: False

2. People assembled in Mandapa for prayers.
Answer: True

Class 6 History Chapter 10 Study Material: Buildings, Paintings, and Books

3. Oil paints were used in a painting done on the walls of Ajanta caves.
Answer: False

4. Devotees who came to visit the temple or stupa were given gifts.
Answer: False

5. Kalidasa was a famous astronomer of this period.
Answer: False.

Question 3. Match the contents of Column A with that of Column B.

NCERT Solutions For Class 6 History Chapter 10 Buildings-Paintings-And-Books-Match-The-Columns

Answer: 1-e, 2-d, 3-c, 4-a, 5-b

 

NCERT Solutions For Class 6 History Chapter 2 From Hunting Gathering To Growing Food

NCERT Solutions For Class 6 History Chapter 2 From Hunting Gathering To Growing Food Exercises

Question 1. Complete the sentences

  1. Hunter-gatherers chose to live in caves and rock shelters because ________
  2. Grasslands developed around ______ years ago.

Answer:

  1. They provided shelter from the bad weather and wild animals.
  2. 12,000

Question 2. Why do people who grow crops have to stay in the same place for a long time?
Answer:

  1. People who grow crops have to stay in the same place for a long time to look after plants-protecting them from birds, and animals, and keep them, etc. so that they can grow crops or seeds could ripen safely.
  2. Settled life is useful and essential to lead a civilized life.
  3. People grow crops to meet their daily food and other needs.

From Hunting Gathering to Growing Food NCERT Solutions Chapter 2

Read and Learn More NCERT Solutions For Class 6 Social Science

Question 3. Why do archaeologists think that many people who lived in Mehrgarh were hunters to start with and that herding became more important later?Answer:

  • Archaeologists who excavated the site of Mehrgarh found evidence of many kinds of animal bones from the earliest levels.
    • Archaeologists included bones of wild animals such as deer and pigs.
  • In later levels, they found more bones of sheep and goats.
  • In still later levels, cattle bones are most common, suggesting that these were the animals that were kept generally by the people of Mehrgarh.

The people of Mehrgarh were hunters to start with and herding became more important later.

 

NCERT Solutions For Class 6 History Chapter 2 From Hunting Gathering To Growing Food

Question 4. Why did the hunter-gatherers travel from place to place? In what ways are these similar to/different from the reasons for which we travel today?
Answer:

  • There were at least four to five reasons why hunter-gatherers moved from place to place.
    1. Animals moved from place to place—either in search of smaller prey or in the case of deer and wild cattle, in search of grass and leaves. That is why, those who hunted them had to follow their (i.e., animals) movements.
    2. Plants and trees bear fruit in different seasons. So, people might have moved from season to season in search of different types of fruits.
    3. People, plants, and animals need water to survive. Water is found in lakes, streams, and rivers. Many rivers and lakes are perennial (with water throughout the year) while others are seasonal. People living on seasonal river banks would have to go in search of water during the dry seasons (winter and summer).
  • In the following ways, people move or travel differently from the regions nowadays.
    1. People nowadays travel from one place to another by bus, train, airplane, or car.
    2. Generally, they do not like to give up their place due to shortage of water or change of seasons. Rather they arrange water through the regular supply of water and they use electronic means (air-conditioners/fans/heaters etc.) according to seasons.
    3. People move from one place to another for better facilities for education, health, employment, business, tourism, etc.

Question 5. List three ways in which hunter-gatherers used fire. Would you use fire for any of these purposes today?
Answer:

  1. Hunter-gatherers used fire as a source of light.
  2. Hunter-gatherers used fire to cook meat or food,
  3. Hunter-gatherers used fire to scare away animals also.
  4. The fire kept them warm in winter.

Yes, fire is used as a source to cook food including meat.

We also use it to keep us warm. Some people use it for religious purposes like havans; and also to bum dead bodies.

Question 6. List three ways in which the lives of farmers and herders would have been different from those of hunter-gatherers.
Answer:

  • The lives of farmers and herders had been different in the following ways:
    • Farmers And Herders started leading a settled life instead of a nomadic life, like hunter-gatherers.
    • Farmers And Herders became food producers instead of food gatherers. Domestication of plants and animals became part and parcel of the people of the Neolithic age.
    • Different types of houses were built by farmers and herders. They used tools of different forms from the earlier Palaeolithic stage people. These include tools that were polished to give a fine cutting edge, and mortars and pestles used for grinding grain and other plant produce.
    • Generally, farmers ate cooked and well-prepared foods, while on the other hand, hunter-gatherers ate uncooked food.

Question 7. List the cereals that you eat. Do you grow the cereals you eat? If yes, draw a chart to show the stages of growing them. If not, draw a chart to show how these cereals reach you from the farmers who grow them.
Answer:

List Of The Cereals:

NCERT Solutions For Class 6 History Chapter 2 From-Hunting-Gathering-To-Growing-Food-List-Of-Cereals

Class 6 History Chapter 2 From Hunting Gathering to Growing Food Solutions

Yes, We Live In A Village And We Grow Some Of The Cereals. Chart Showing The Stages In Growing:

NCERT Solutions For Class 6 History Chapter 2 From-Hunting-Gathering-To-Growing-Food-Stages-Of-Growing

We Live In A Big City. We Do Not Grow Grain. We Get The Grains Indirectly From The Farmers.

  1. Farmers bring their produce to market.
  2. The grain traders buy cereals.
  3. We as customers go and purchase cereals from the traders.

Question 8. What do we use fire for today?
Answer:

Today fire is used for cooking, and keeping ourselves warm. In some communities, it is also used for religious purposes like having or burning the dead.

Question 9. Can you think of any reasons why the dog was perhaps the first animal to be tamed?
Answer:

The wild ancestor of the dog was the first animal to be tamed perhaps because it would have been relatively gentler than the rest and faithful to its owner.

Question 10. Do you think hunter-gatherers would have made and used pots? Give reasons for your answer.
Answer:

No, hunter-gatherers would not have made and used posts because

  • Hunter-gatherers were not living a settled life and had no need for storage of food.
  • Wheel or pottery making was not known till then.

Question 11. Apart from food, what are the other things that could have been obtained from animals? What are animals used for today?
Answer:

Apart from milk and meat as food, animals would have been used for

  • Their hide, (skin)
  • Protection, animals like dogs.

NCERT Solutions For Class 6 History Chapter 2 Class 6 Social Science History Chapter 2 From Hunting Gathering To Growing Food Very Short Answer Type Questions

Question 1. Do you know when trains were used first of all?
Answer:

Yes, I know that trains were first used about 200 years ago.

Question 2. When were the buses used first of all?
Answer:

People began using buses for about 90 days ago.

Question 3. Write the name given to the pre-historic age.
Answer:

Stone Age.

NCERT Solutions for Class 6 History Chapter 2

Question 4. What is the Stone Age?
Or
Define Stone Age.
Answer:

In the pre-historic age or period when mainly tools, weapons, and implements made of stone were used, that period is known as the Stone Age.

Question 5. What do you mean by “Neolithic Age”?
Answer:

The word ‘Neo’ means ‘new’ and ‘Lithic’ means ‘stone’. We can say the meaning of “Neolithic Age” is “New Stone Age”.

Question 6. What is Flint?
Answer:

A flint is a hard grey stone that can produce a spark, whenever it is rubbed.

Question 7. Write the difference between seasonal and perennial water sources.
Answer:

Seasonal rivers, lakes, etc. have water only during the rainy season whereas the perennial sources have water throughout the year.

Question 8. What were the uses of wood in the past?
Answer:

In the past wood was used as firewood or to make shelters like huts. It was also used as a handle for tools and weapons.

Question 9. From where does most of our food come?
Answer:

Today, most of our food comes from plants that are grown and animals that are reared.

Question 10. Write the meaning of the word/term domestication of animal in brief.
Answer:

Domestication of animals means to tame animals.

Question 11. Name the first domesticated animal by the early man.
Answer:

Most probably “dog” was the first animal to be domesticated by early man.

Question 12. Write one of the characteristics of a village life.
Answer:

  • One of the distinctive features (or characteristics) of village life is that most people who live there are engaged in food production (or farming).
  • They also rear animals like cows, buffalo, goats, etc.

Question 13. Write important historical events against the following dates:

  1. About 12,000 years ago
  2. About 8,000 years ago

Answer:

NCERT Solutions For Class 6 History Chapter 2 From-Hunting-Gathering-To-Growing-Food-Important-Historical-Events

Question 14. How was grain stored by the early settlers?
Answer:

Grain was stored in clay pots, woven baskets, or in the pits dug in the ground.

Question 15. Why were people buried with goats after death?
Answer:

People were buried with goats as it was believed that it would serve as food after death.

From Hunting Gathering to Growing Food: NCERT Solutions Chapter 2

NCERT Solutions For Class 6 History Chapter 2 Class 6 Social Science History Chapter 2 From Hunting Gathering To Growing Food Short Answer Type Questions

Question 1 Who were the earliest people of the Indian subcontinent? Write a few lines about them.
Answer:

  1. The earliest people who lived in the Indian subcontinent as early as two million years ago were hunter-gatherers.
  2. The earliest people’s name comes from the way in which they got their food, by hunting wild animals, catching fish and birds, and by gathering fruits, roots, nuts, seeds, leaves, stalks, and eggs.

Question 2. Discuss in short the art of Rock Paintings done by the people of the early Stone Age.
Answer:

  • Many of the caves in which the early people lived in the Palaeolithic and Mesolithic periods have paintings on the walls.
  • Some of the best examples are from Madhya Pradesh and southern Uttar Pradesh.
  • These paintings show wild animals, drawn with great accuracy and skill.

Question 3. What were the skills required by the hunter-gatherers?
Answer:

  1. Hunter-gatherers had to be faster and stronger than the animals they hunted.
  2. Hunter-gatherers had to be quick, alert, and fast at the time of hunting.

Question 4. How do we know that the early man was familiar with the use of fire?
Answer:

Traces of ash in the Kurnool caves indicate that the use of fire was known to the early man. Fire could have been used for warming, cooking or scaring animals.

Question 5. Discuss in short ‘the Beginning of Farming’.
Answer:

  • The climate of the world was changing and so were plants that people used as food.
  • People probably noticed several things:
    • Where edible plants were found.
    • How seeds broke off stalks.
    • Fell on the ground and new plants sprouted from them, and so on.

Question 6. How did cultivation give a new way of life to the people or settled life?
Answer:

New Way of Life and Process of Farming

  • When people began growing plants it meant that they had to stay in the same place for a long time looking after the plants, watering, weeding, and driving away animals and birds till the grain ripened. And then, the grain had to be used carefully.
  • As grain had to be stored for both food and seed, people had to think of ways of storing it. In many years, they began making large clay pots, woven baskets, or dug pits into the ground.
  • They also began to construct houses for storing grains and for living purposes.

Chapter 2 From Hunting Gathering to Growing Food NCERT Class 6

Question 7. Discuss in brief the settled life of the earliest people of Burzahom (Kashmir) in the New Stone Age.
Or
Write a short note on “Towards a Settled Life in Burzahom”.
Answer:

Towards a Settled Life in Burzahom (Kashmir).

  1. Archaeologists have found traces of huts or houses at some sites. For example, in Burzahom (Kashmir) people built pit houses, which were dug into the ground, with steps leading into them. These might have provided shelter in cold weather.
  2. Archaeologists have also found fireplaces both inside and outside the huts which suggests that, depending on the weather people could cook food either indoors or outdoors.

Question 8. What do the scientists look for to decide whether a settlement is of farmers or herders?
Answer:

  • Scientists study evidence of remains of plants and animals’ bones to decide whether a settlement is of farmers or herders.
  • Findings of various types of burnt grains indicate that many crops were grown in different parts. So that indicates that the settlement is of farmers.
  • Bones of different animals have been found at different levels (Mehrgarh) indicating which animals were kept by people. So, that settlement may be of herders.

Question 9. What do we mean by “rearing” animals?
Answer:

Animals multiply naturally and provide milk which is a source of food and meat. This means that animals that are reared can be used as food.

Question 10. Describe the changes that came with settled life.
Answer:

Many kinds of earthen pots have been found.

  • Settled life were decorated and were used for storing or cooking food like rice, and lentils.
  • Settled life weaving of cloth began using different materials such as cotton; cotton was being grown now.
  • Hunting and gathering still continued along with herding and farming.

NCERT History Class 6 Chapter 2

NCERT Solutions For Class 6 History Chapter 2 Class 6 Social Science History Chapter 2 From Hunting Gathering To Growing Food Long Answer Type Questions

Question 1. How do we know about hunter-gatherers? Write about their tools.
Answer:

  1. Archaeologists have found some of the things that hunter-gatherers made and used. It is likely that people used tools of stone and bone, of which stone tools have survived best.
  2. Some of stone tools were used for cutting wood, which was used as firewood. Wood was also used to make huts and tools.
  3. Other stone tools were used to cut meat and bone, scrape bark and hides, and chop fruit and roots. Some may have been used attached to handle bone or wood, to make spears and arrows for hunting.

Question 2. What were the main effects of the changing environment on the rearing of animals and other activities?
Answer:

  1. Around 12,000 years ago, there were major climatic changes with a shift to relatively warm conditions.
    • In many areas, this led to the development of grasslands, and animals that depended on grass, such as deer, antelope, goat, sheep, and cattle flourished.
  2. Those who hunted animals now followed them, learning about their food habits and their breeding seasons.
    • It is likely that this helped people to start thinking about herding and rearing some animals themselves.
  3. Fishing also became an important activity of the people.
  4. This was also a time when several grain-bearing grasses, including wheat, barley, and rice, grew naturally in different parts of the subcontinent.
    • Men, women, and children probably collected these grains as food, and learned where they grew, and when they ripened.
    • This may have led them to think about growing plants on their own.

Question 3. Discuss in brief ‘The Beginning of Herding’.
Answer:

  1. The Beginning of Herding
  2. The climate of the world was changing and so were animals that people used as food.
  3. People could also attract and tame animals (after the beginning of farming) by leaving food for them near their shelters.
  4. The first animal to be tamed was the wild ancestor of the dog.
  5. Later, people encouraged animals that were relatively gentle, lived in herds, and ate grass, such as sheep, goats, cattle, and also pigs, to come near the camps where they lived.
  6. Often, they protected these animals from attacks by other wild animals.

Question 4. What do you understand by the term? What is the general effect of this process on plants and animals? What points were kept in mind before/during this process?
Answer:

  1. Meaning Of Domestication Domestication was the name given to the process in which people grew plants looked after animals and left them at a popular place.
  2. Effect Very often, animals that were tended by people become different from wild animals.
    • This was because people selected plants and animals for domestication.
  3. Precautions Or Points Kept In Mind For Domestication
    1. People selected those plants and animals that are not prone to diseases.
    2. They also selected plants that yielded large grains and had strong stems, capable of bearing the weight of the ripe grain.
    3. Seeds from selected plants would preserved and sown to ensure that new plants (and seeds) will have the same qualities.
    4. Amongst animals, those that were relatively gentle were selected for breeding.

History Chapter 2 From Hunting Gathering to Growing Food Summary

Question 5. Discuss in brief the stone tools used by the people in the Neolithic age.
Answer:

  1. Stone Tools of the Neolithic Age
  2. Stone has been found on many sites related to the New Stone Age. Many of these are different from the earlier Palaeolithic tools.
  3. Stone tools of this stage of the Stone Age include tools that were polished to give a fine cutting edge, and mortars and pestles used for grinding grain and other plant produce.
  4. At the same time, tools of the Palaeolithic types continued to be made and used. Some tools were also made of bone.

Question 6. What were tribes? What is their importance?
Answer:

Many of the farmers and hunters lived in groups called tribes.

  1. Usually, two or three generations live together.
  2. Farmers And Hunters followed occupations like hunting, gathering, farming, herding, and fishing.
  3. Agricultural work was done by the women and children.
  4. Thrashing, husking grinding, etc. was also done by the women.
  5. Animals were looked after by the men.
  6. Both men and women did weaving and made tools, huts, etc.
  7. Farmers And Hunters took part in dancing and singing.
  8. Farmers And Hunters decorated their houses and articles.

Question 7. Describe the Neolithic site of Mehrgarh.
Answer:

This site is located near Bolan Pass and is one of the earliest villages.

NCERT Solutions For Class 6 History Chapter 2 From-Hunting-Gathering-To-Growing-Food-Neolithic-Site-Of-Mehrgraph

NCERT Solutions For Class 6 History Chapter 2 Class 6 Social Science History Chapter 2 From Hunting Gathering To Growing Food Multiple Choice Questions

Choose The Correct Answer

Question 1. When were the trains used first in the world?

  1. 200 years ago
  2. 250 years ago
  3. 150 years ago
  4. 300 years ago

Answer: 3. 150 years ago

Question 2. Why do hunter-gatherers move from place to place?

  1. In search of food
  2. In search of water
  3. Both (1) and (2)
  4. None of these

Answer: 3. Both (1) and (2)

Question 3. How did the ancient people travel?

  1. By buses
  2. By trains
  3. By ships
  4. On foot

Answer: 4. On foot

From Hunting Gathering to Growing Food History Chapter 2 Study Material

Question 4. Who had found the things which were made and used by the hunters?

  1. Astrologists
  2. Archaeologists
  3. Psychologists
  4. None of these

Answer: 2. Archaeologists

Question 5. In ancient times tools were made up of which material?

  1. Stone
  2. Wood
  3. Bone
  4. All of these

Answer: 4. All of these

Question 6. For what purpose were the stone tools used?

  1. To cut meat and bone
  2. To chop fruits and roots
  3. To make spears and arrow
  4. All of these

Answer: 4. All of these

Question 7. When did the domestication begin?

  1. About 12,000 years ago
  2. About 8,000 years ago
  3. About 6,000 years ago
  4. About 4,000 years ago

Answer: 1. About 12,000 years ago

Question 8. What is indicated by traces of ash?

  1. Use of water
  2. Use of tools
  3. Use of fire
  4. All of these

Answer: 3. Use of fire

Question 9. For what purpose did the men, women, and children collect the grains?

  1. For food
  2. For growing crops
  3. Both (1) and (2)
  4. None of these

Answer: 3. Both (1) and (2)

Question 10. What was the Mesolithic period?

  1. 6000-7000 years ago
  2. 7000-8000 years ago
  3. 8000-9000 years ago
  4. 12,000-10,000 years ago

Answer: 4. 12,000-10,000 years ago

Question 11. What type of food do we get from plants?

  1. Milk
  2. Meat
  3. Fruits, vegetables, and grains
  4. None of these

Answer: 3. Fruits, vegetables, and grains

Question 12. Name the animal that gives us milk.

  1. Cow
  2. Goat
  3. Sheep
  4. All of these

Answer: 4. All of these

Question 13. Select the animal that was the first to be domesticated.

  1. Lion
  2. Bear
  3. Dog
  4. Elephant

Answer: 3. Dog

Question 14. Where is the evidence of wheat, barley, sheep, goat, and cattle found?

  1. Koldihwa (UP)
  2. Gulf Krai (Kashmir)
  3. Mehrgarh (Pakistan)
  4. Hallur (Andhra Pradesh)

Answer: 3. Mehrgarh (Pakistan)

Question 15. Which of the following is an important source of milk and meat?

  1. Tiger
  2. Dog
  3. Goat
  4. Cat

Answer: 3. Goat

Question 16. Where is Mehrgarh located today?

  1. Uttar Pradesh
  2. Andhra Pradesh
  3. Pakistan
  4. China

Answer: 3. Pakistan

Question 17. In ancient times dead persons were buried with goats which means:

  1. To serve as food in the next life
  2. To serve as food in the present life
  3. Both (1) and (2)
  4. None of these

Answer: 1. To serve as food in the next life

Class 6 History Chapter 2 NCERT Solutions: Key Points

NCERT Solutions For Class 6 History Chapter 2 Class 6 Social Science History Chapter 2 From Hunting Gathering To Growing Food Objective Type Questions

Question 1. Fill in the blanks with appropriate words:

1. ______ was used to make tools and huts.
Answer: Wood

2. Grain bearing grasses like _____, rice and ________ grew in different parts of the subcontinent.
Answer: Wheat, barley

3. Grasslands led to an increase in a number of ______ that survived on grass.
Answer: Animals

4. Bhimbetka is located in the present-day state of _______
Answer: Madhya Pradesh

5. _____ and _______ were considered gentler animals.
Answer: Sheep, goat, pig, or cattle (any two)

6. Dead people in Mehrgarh were buried with ________
Answer: Goat

7. Houses in Mehrgarh were ________ or ________ in shape.
Answer: Square, rectangular

Question 2. State whether the given statements are true or false.

1. Grasslands developed around 12,000 years ago.
Answer: True

2. Some of the best examples of rock paintings are from Madhya Pradesh.
Answer: True

3. Palaeolithic site Hunsgi is in Karnataka.
Answer: True

4. The climate of the world changed to colder conditions around 12,000 years ago.
Answer: True

5. The Palaeolithic age was immediately followed by the Neolithic age.
Answer: False

6. Pit houses were found in Burzahom.
Answer: True

NCERT Solutions Class 6 History Chapter 2 From Hunting Gathering to Growing Food

7. The first animal to be tamed was a goat.
Answer: False

8. Grain was stored in jute bags.
Answer: False

9. Palaeolithic tools were still made and used in the Neolithic period.
Answer: True

10. Bones from different levels in Mehrgarh indicate herding came after hunting.
Answer: True

Question 3. Match the content of Column A with that of Column B

NCERT Solutions For Class 6 History Chapter 2 From-Hunting-Gathering-To-Growing-Food-Match-The-Content-Of-The-Column

Answer: 1-(c), 2-(d), 3-(e), 4-(a), 5-(b)

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us Exercises

Question 1. Match the columns

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-Match-The-Columns

Answer:

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-Match-The-Column

What Books And Burials Tell Us Match The Column

Read and Learn More NCERT Solutions For Class 6 Social Science

Question 2. Complete the sentences:

1. Slaves were used for ________________
Answer: doing different works as per the desire of his or her owner (or master).

2. Megaliths are found in ________________
Answer: The Deccan, south India, in the northeast and Kashmir.

3. Stone circles or boulders on the surface were used to ________________
Answer: Mark burial sites.

NCERT Solutions Class 6 History Chapter 4 What Books and Burials Tell Us

4. Port-holes were used for ________________
Answer: burying other members of the same family.

5. People at Inamgaon ate ________________
Answer: wheat, barley, rice, pulses, millets, peas, the meat of different animals, fish, the meat of birds and fruits such as ber, amla, jamun, dates, etc.

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us

Question 3. In what ways are the books we read today different from the Rigveda?
Answer:

  • The books we use today are written and printed. The Rigveda was recited and heard rather than read.
  • For many years from generation to generation the process continued. It was written down several centuries after it was first composed, and printed less than 200 years ago.

Question 4. What kind of evidence from burials do archaeologists use to find out whether there were social differences amongst those who were buried?
Answer:

  • Sometimes, archaeologists find a circle of stone boulders or a single large stone standing on the ground. These are the only indications that there are burials beneath.
  • All these burials have some common features. Generally, the dead were buried with distinctive pots, which are called Black and Red Ware.
  • Also found are tools and weapons of iron and sometimes, skeletons of horses, horse equipment, and ornaments of stone and gold.
  • Several kinds of evidence from burial archaeologists find that there were social differences among those who were buried underneath megaliths.
  • Perhaps there were differences in status amongst the people who were buried. Perhaps some were rich, others poor, some chiefs, others followers.

Question 5. In what ways do you think that the life of a was different from that of a dasa or dasi?
Answer:

Life of a raja was quite different from a dasa/dasi:

  • Raja participated in religious rites. Took part in wars, dasas were not allowed to do so.
  • Rajas were free and leaders of the area, whereas dasas were treated as property of the owners.

Question 6. Find out whether your school library has a collection of books on religion, and list the names of five books from this collection.
Answer:

Yes, our school library has a collection of books on religion.

List Of Books From School Library Collection:

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-School-Library-Collection

Question 7. Write down a short poem or song that you have memorized. Did you hear or read the poem or song? How did you learn it by heart?
Answer:

Suggestion: Students may write National Anthem—Jana-gana-mana- adhinayaka.

जन-गण-मन अधिनायक जय हे
भारत-भाग्य-विधाता ।
पंजाब सिंध गुजरात मराठा
द्राविड़ उत्कल बंग।
विंध्य हिमाचल यमुना गंगा,
उच्छल जलधि तरंग | तव शुभ नामे जागे, तव शुभ आशिष माँगे; गाहे तव जय गाथा । जन-गण-मंगलदायक जय हे,
भारत-भाग्य-विधाता ।
जय हे, जय हे, जय हे, जय जय जय, जय हे ।।

Or

National Song—Vande Mataram MicHH).

We have heard as well as read the song. We have repeated it again and again. We have learnt it singing usually daily in our school Morning Assembly.

Question 8. In the Rigveda, people were described in terms of the work they did and the languages they spoke. In the table below, fill in the names of six people you know, choosing three men and three women. For each of them, mention the work they do and the language they speak. Would you like to add anything else to the description?
Answer:

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-Terms-Of-Work-They-Did

Question 9. There were several things that people did to make megaliths. Write them.
Answer:

People Did The Following Things:

  • Digging pits in the earth
  • Burying the dead
  • Breaking boulders
  • Finding suitable stones
  • Shaping stones
  • Transporting stones
  • Placing the stones in position

What Books and Burials Tell Us Class 6 History Chapter 4 Solutions

Question 10. Was iron used in the Harappan cities?
Answer:

Yes, iron was used in the Harappan cities.

Question 11. Do you think this was the body of achievement? Give reasons for your answer.
Answer:

This was the body of a chief, because:

  • The body of a chief is found with jewelry.
  • The body of a chief is surrounded by well-decorated stones.

Question 12. How do you think he found out about the human body in such great detail?
Answer:

  • Charka studied the human body very carefully. According to him, there are 360 bones in a human body.
  • He arrived at this figure by counting teeth, joints, and cartilage along with the bones. However, according to modern anatomy, there are 200 bones in the human body.

Question 5. List the possible occupations of the people at Inamgaon.
Answer:

The Possible Occupations:

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-Possible-Occupations

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us Very Short Answer Type Questions

Question 1. For which three things in Rigveda were the prayers performed especially?
Answer:

There are many prayers in the Rigveda for

  1. Cattle,
  2. Children (especially for sons), and
  3. Horses.

Question 2. Write the names of three vish or jana, as mentioned in the Rigveda.
Answer:

Several Vish or Jana are mentioned by name in the Rigveda. The three names given in it are:

  1. The Puru jana or vish,
  2. The Bharata jana or vish, and
  3. The Yadu jana or vish.

Question 3. List the names of rivers mentioned in the Vedas.
Answer:

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-Vedas-River

Question 4. Discuss in brief three Vedic gods, considered especially important.
Answer:

Three gods which are considered especially important:

  1. Agni,
  2. Indra, and
  3. Soma.
  1. Agni, the god of fire.
  2. Indra, a warrior god.
  3. Soma, a plant from which a special drink was prepared.

Question 5. Name the Vedas.
Answer:

There Are Four Vedas Namely

  1. Rigveda
  2. Yajurveda
  3. Samaveda
  4. Atharvaveda

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us Short Answer Type Questions

Question 1. For which three things were battles fought by the Rigvedic people?
Answer:

  1. Battles were fought to capture cattle.
  2. Battles were also fought for land, which was important for pasture, and for growing crops.
  3. Some battles were fought for water, and to capture people.

Question 2. What was the fate of booty or looted wealth during the battle or war days?
Answer:

  1. Some of the looted wealth (or booty) obtained was kept by the leaders.
  2. Some portion of looted wealth was given to priests (brahmins).
  3. The rest of the looted wealth was distributed amongst the people.
  4. Some wealth (looted in the war or battles) was used for performing yajnas or sacrifices in which offerings were made into the fire. These were meant for gods and goddesses. Offerings could include ghee butter, grain, and in some cases animals.

Question 3. Write any three main common features of war of the Rigvedic age.
Answer:

  1. Most men took part in wars during the Rigvedic age.
  2. There was no regular army, but there were assemblies where people met and discussed matters of war and peace.
  3. The assemblies also choose leaders, brave and skillful warriors.

Question 4. Were some burial spots meant for certain families? If yes, give some facts to prove your answer.
Answer:

Yes, some burial spots were definitely meant for certain families. We can give the following facts to prove our answer:

  1. Sometimes, megaliths, contain more than one skeleton. These indicate that people, perhaps belonging to the same family, were buried in the same place though not at the same time. The
  2. Stone circles or boulders on the surface probably served as signposts to, find the burial site so that people could return to the same place whenever they wanted to.

Chapter 4 What Books and Burials Tell Us NCERT Class 6

Question 5. Who was Charaka? What is the name of his work? Describe one of his contributions with regard to the human body.
Answer:

  1. Charaka was a famous ancient Indian Physician about 2000 years ago.
  2. Charaka wrote a book on medical science known as the ‘Charaka Samhita’.
  3. Charaka has stated in his book that the human body has 360 bones. This is a much larger number than the 200 bones that are recognized in modern anatomy.
  4. Charaka arrived at this figure by counting the teeth, joints, and cartilage.

Question 6. Discuss “Food at Inamgaon” as archaeologists have found different proofs from different sites.
Answer:

Food at Inamgaon

  1. Archaeologists have found seeds of wheat, barley, rice, pulses, millets, peas, and sesame at Inamgaon.
  2. Bones of a number of animals, bearing cut marks that show they may have been used as food, have also been found. These include buffalo, goat, sheep, dog, horse, ass, pig, sambhar, spotted deer, blackbuck, antelope, hare, mongoose, birds, crocodile, turtle, crab and fish.
  3. There is evidence that fruits such as her, amla, jamun, dates, and a variety of berries were collected.

Question 7. Describe the words Aryas and Dasas (Dasyus) used for the people.
Answer:

  1. Aryas. Sometimes, the people who composed the hymns described themselves as Aryas.
  2. Dasas or Dasyus. Aryas called their opponents, Dasas or Dasyus. These were people who did not perform yajana and probably spoke different languages (other than Sanskrit).

Question 8. Who were slaves in Vedic society? Write a very short note about them.
Answer:

During the later Vedic Age, the term dasa (and the feminine dasi) meant slave.

Slaves were men and women who were generally captured in war. They were treated as the property of their owners (or masters) who could make them do whatever work they desired.

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us Long Answer Type Questions

Question 1. Describe different classes or categories of people as referred to or described in Rigveda.
Answer:

Words Of The Rigveda To Describe Different Classes Or Categories Of The People:

  1. There are several ways of describing people—in terms of the work they do, the language they speak, the place they belong to, their families, their communities, and cultural practices.
  2. Broadly speaking, there were two groups (of people) who were described in terms of their work—the priests sometimes called brahmins, who performed various rituals for the rajas. These rajas were not like the ones you will be learning about later (in the coming chapters).
  3. Two words were used (in the Rigveda) to describe people or the community as a whole. One was the word Jana, which we still use in Hindi and other languages. The other was Vish. The word Vaishya comes from Vish.

Question 2. How do we know who was buried in the graves?
Answer:

We know who was buried in the graves with the help of the following clues:

  1. It is easy to check out the skeleton of a child from its small size. However, there are no major skeletal differences between a girl and a boy.
  2. We can check out whether a skeleton was that of a man or a woman. We can decide this thing on the basis of what is found in the skeleton. For example, if a skeleton is found with jewelry, it is sometimes thought to be that of a woman.
  3. However, there are problems with this. Generally, men also wore ornaments.
  4. A better (or more reliable) way of finding the sex of a skeleton is from the bone structure. The hip area of a woman is generally larger to enable childbearing.

What Books and Burials Tell Us NCERT Solutions Chapter 4

Question 3. Give a brief account of the major features of a Special Burial found at Inamgaon.
Answer:

A Special Burial Found at Inamgaon and its Major Features

  1. At Inamgaon, the scholars have found a special burial. It is a site on the river Ghod, a tributary of the Bhima. It was occupied between 3600 and 2700 years ago.
  2. Here, adults were often buried under the ground, laid out straight, with the head towards the north.
  3. Sometimes, burials were within houses. Vessels, that probably contained food and water, were placed with the dead.
  4. One man was found buried in a large four-legged clay jar in the courtyard of a five-roomed house (one of the largest houses at the site) in the center of the settlement. This house also had a granary. The body was placed in a cross-legged position.

Question 4. Write a short note on one of the oldest books in the world.
Answer:

  1. Vedas are known as the oldest books in the world.
  2. There are four of them—the Rigveda, Samaveda, Yajurveda, and Atharvaveda.
  3. The oldest Veda is the Rigveda, composed about 3500 years ago.
  4. The Rigveda includes more than a thousand hymns, called sukta or “wellsaid”. These hymns are in praise of different gods and goddesses.
  5. These hymns were composed by sages (rishis).
  6. These Vedas are written in Vedic Sanskrit. The Vedic or old Sanskrit is different from the Sanskrit that we learn in school these days.
  7. These hymns are in praise of various gods and goddesses.
  8. The Rigveda was recited and heard rather than written or read.
  9. The Rigveda was written down several centuries before. It was first printed less than 200 years ago.

Question 5. Write a short note on the megaliths.
Answer:

  1. Silent sentinels or stone boulders are known as megaliths (big stones).
  2. Megaliths were carefully arranged by people and were used to mark burial sites.
  3. The practice of erecting megaliths began about 3000 years ago, and was prevalent throughout the Deccan, south India, in the north-east and Kashmir.
  4. While some megaliths can be seen on the surface, other megalithic burials are underground.

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us Map Skills

On the outline map of India locate the following:

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-Mappointing-1

Answer:

  • Inamgaon
  • River Ghod and River Bhima
  • River Indus and its tributaries
  • River Ganga, Yamuna
  • Brahmagiri

NCERT Class 6 History Chapter 4 Study Material

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us Multiple-Choice Questions

Choose The Correct Answer

Question 1. Which of the following is the oldest Veda?

  1. Samaveda
  2. Yajurveda
  3. Rigveda
  4. Ayurveda

Answer: 3. Rigveda

Question 2. Who is the ‘god of fire’ according to Rigveda?

  1. Agni
  2. Indra
  3. Soma
  4. None of these

Answer: 1. Agni

Question 3. In which language is The Rigveda’ written?

  1. Vedic Sanskrit
  2. Vedic Hindi
  3. Vedic Tamil
  4. None of these

Answer: 1. Vedic Sanskrit

Question 4. Which of the two rivers are mentioned in the Rigveda?

  1. Ganga and Yamuna
  2. Beas and Sultej
  3. Saraswati and Brahamputra
  4. All of these

Answer: 2. Beas and Sultej

Question 5. When was the Rigveda written?

  1. About 3500 years ago
  2. About 1000 years ago
  3. About 500 years ago
  4. About 1500 years ago

Answer: 1. About 3500 years ago

Question 6. On which bark was the Rigveda written?

  1. Neem Bark
  2. Cinchona Bark
  3. Tulsi Bark
  4. Birch Bark

Answer: 4. Birch Bark

Question 7. Which were the two words used to describe the people or the community as a whole?

  1. Jana and Vish
  2. Aiyas and Dasas
  3. Both (1) and (2)
  4. None of these

Answer: 1. Jana and Vish

Question 8. In which region was the Rigveda composed?

  1. North-east
  2. North-west
  3. North-south
  4. Western-east

Answer: 2. North-west

Question 9. When the dead body was buried with gold beads it means that the dead man was a

  1. Rich man
  2. Poor man
  3. Chief
  4. Follower

Answer: 1. Rich man

Question 10. The evidence of which fruits were found?

  1. Ber, Amla, Jamun
  2. Mango
  3. Apple
  4. All of these

Answer: 1. Ber, Amla, Jamun

What Books and Burials Tell Us Chapter 4 Class 6 History Notes

NCERT Solutions For Class 6 History Chapter 4 What Books And Burials Tell Us Objective Type Questions

Question 1. Fill in the blanks with appropriate words

1. _______ was a warrior god.
Answer: Indra

2. Inamgaon is on the banks of river ______ a tributary of river ______
Answer: Ghod, Bhima

3. Brahmagiri a site of megaliths is situated in modem day state of _______
Answer: Andhra Pradesh

4. Adults were buried with their heads towards _______ direction.
Answer: North

5. The hymns in Vedas were composed by _______
Answer: Sages

Question 2. Write whether the given statement is true or false.

1. Some of the hymns in Rigveda are in dialogue form.
Answer: True

2. There are many prayers in Rigveda for daughters.
Answer: False

NCERT Class 6 History Chapter 4 Study Material

3. The kings collected taxes and there were regular armies.
Answer: False

4. Boulders used for burial sites were called megaliths.
Answer: True

5. According to Charaka there are 200 bones in our body.
Answer: False

Question 3. Match the contents of Column A with that of Column B.

NCERT Solutions For Class 6 History Chapter 4 What-Books-And-Burials-Tell-Us-Match-The-Contents

Answer: 1-(b), 2-(d), 3-(a), 4-(e), 5-(c)

NCERT Solutions For Class 6 History Chapter 6 New Questions And Ideas

NCERT Solutions for Class 6 History Chapter 6 New Questions And Ideas

Question 1. Describe the ways in which the Buddha tried to spread his message to the people.
Answer:

  1. Buddha taught the people in Prakrit, which was the language of the ordinary people, so that everybody could understand his message without any difficulty.
  2. Buddha also encouraged people to think for themselves rather to simply accept what he said.
  3. Buddha, himself set an example by leading a simple life.
  4. Gautam Buddha moved from place to place to give his message to all people.

Question 2. Write whether true or false:

1. The Buddha encouraged animal sacrifices.
Answer: False

Read and Learn More NCERT Solutions For Class 6 Social Science

2. Sarnath is important because it was the place where the Buddha taught for the first time.
Answer: True

3. The Buddha taught that karma has no effect on our lives.
Answer: False

4. The Buddha attained enlightenment at Bodh Gaya.
Answer: True

NCERT Solutions Class 6 History Chapter 6 New Questions and Ideas

5. Upanishadic thinkers believed that the Atman and Brahman were ultimately one.
Answer: True.

NCERT Solutions For Class 6 History Chapter 6 New Questions And Ideas

Question 3. What were the questions that Upanishadic thinkers wanted to answer?
Answer:

Some of them wanted to know about life after death, others wanted to know why sacrifices should be performed.

Many Upanishadic thinkers felt that there was something permanent in the world, something that would last even after death. They described this as the atman or the individual soul and the brahman or the universal soul. They believed that ultimately, both the atman and the Brahman were one.

NCERT Books 6 Class

Question 4. What were the main teachings of the Mahavira?
Answer:

The Main Teachings Of Mahavira Are:

  1. He taught a simple doctrine, men and women who wished to know the truth must leave their homes.
  2. They must follow the rules of ahimsa, which means not hurting or killing living beings, even unintentionally. For example, they had to cover their mouth and nose with cloth. This was to ensure that they did not (even by mistake) kill small insects by the hot steam of their breath.
  3. Not to steal and lead a simple life.
  4. Mahavira was against the caste system. He questioned the superiority of Brahmins.
  5. Mahavira laid stress on Triratna or the three jewels of life
    1. Right Conduct,
    2. Right Belief
    3. Right Knowledge.

Question 5. Why do you think Anaglia’s mother wanted her to know the story of the Buddha?
Answer:

We think that Anagha’s mother wanted her to know the story of the Buddha. The story of the Buddha would tell her about Buddha’s life as well as about his teachings and ideas.

Question 6. Do you think it would have been easy for slaves to join them? Give reasons for your answer.
Answer:

Yes, I think it would have been easy for slaves to join the sangha. Because Buddha favored and stressed the equality of human beings. Moreover, some slaves were very good in their work and performed many useful services for the people of Sanghas.

Question 7. Discuss the reasons why the Chinese pilgrims came to India.
Answer:

The Chinese pilgrims came to India to visit places associated with the life and teachings of the Buddha as well as famous monasteries. They procured Buddhist religious books also. They carried some books back with them.

Question 8. What is the true meaning of life?
Answer:

  • It is very important even today to know the true meaning of life. Because this idea will make us truthful.
  • We will lead a simple life. A simple way of life takes us towards honesty and makes us peaceful.
  • This way of life also takes us nearer to God or Brahma.

New Questions and Ideas Class 6 History NCERT Solutions

Question 9. Why life is full of suffering and unhappiness?
Answer:

  • Gautam, the Buddha taught us that worldly life is full of suffering and unhappiness.
  • This is caused because we have cravings and desires (which generally cannot be fulfilled). Sometimes, even if we get what we desire, we are not satisfied and want even more (or other things).
  • This is tanha or trishna or thirst.
  • This carving could be removed by following moderation in everything.

Question 10. What is Ahimsa or Non-violence? Why is it important even today?
Answer:

Ahimsa or a Non-violence word meaning is not killing any other living person, creature, cattle, or insect. Ahimsa is useful even today. It makes us kind; and teaches us to respect the lives of others, including animals.

Question 11. Find out more about men and women who renounce the world today. Where do they live, what kinds of clothes do they wear, what do they eat? Why do they renounce the world?
Answer:

  • Religious saints, monks, nuns, philosophers, jain-munnies (men as well as women), men and women who have joined the — Sangha renounce the world even today.
  • They live in ashrams, vihars, sangha, dargahas, churches, or lonely places for meditation or worship. Some of them even live in remote forests or near0 some permanent rivers or in the high mountains. They meditate for the most of the time.
  • They wear very simple clothes and clothes of a particular color (white, saffron, or green) and design.
  • Generally, they eat vegetarian food, simple rice or chapattis along with milk, fruits, vegetables, and pulses.
  • They renounce the world because they feel that only those who leave their homes can gain true knowledge and nirvana.

Question 12. What was the language used to compose the Vedas?
Answer:

The language used to compose Vedas was Vedic Sanskrit.

Question 13. What was the Buddha trying to teach the sorrowing mother?
Answer:

Buddha was trying to teach the sorrowing mother that no one is immortal. That one who has come to this world has to go back or die.

Question 14. How did the beggar convince the sages to share their food with him? 
Answer:

The beggar asked the sages whom they worship, When the sages replied that they worship the universal soul, the beggar said when they know that the universal soul fills everyone’s stomach then he should also be fed as he is also a part of the world. On hearing this the sages realised the truth and shared their food with the beggar.

Question 15. Why do you think the term Jina was used for Mahavira?
Answer:

The term Jina was used for Mahavira because it means one who has conquered temporal and material existence through self-discipline.

Question 16. List at least two ways in which the sangha described in this lesson was different. Were there any similarities?
Answer:

The difference between the two sanghas:

  • Sangha or Gana was a form of government and Sangha of this Chapter is a religious group of people who have left their home in search of truth.
  • Women, dasas, and kammakaras could not be a part of the political sangha. Anyone irrespective of caste, sex, or creed could join the religious sangha.
  • The only similarity was that the political sangha met to discuss political issues and the religious sangha together discussed social issues.

Question 17. In what ways is the system of ‘ashramas’ different from life in the Sangha?
Answer:

Sangha was a place where people who left their homes lived and meditated together. All men were allowed to join sangha whereas children had to take permission from their parents, slaves from their masters, and women from their husbands.

Ashrama does not mean a place where people live and meditate. But ashramas means four stages of life. They were known as brahmacharya, grihastha, vanaprastha, and sannyasa.

Question 18. List the reasons why Xuan Zang wanted to study in Nalanda.
Answer:

Xuan Yang Wanted To Study In Nalanda Because:

  1. The teachers were of the highest ability and talent.
  2. The following of Buddha were strictly followed.
  3. The rules of the monastery were strict and everyone had to follow them.
  4. The new entrants had to go through a severe level of test to get admitted.

NCERT Solutions For Class 6 History Chapter 6 Very Short Answer Type Questions

Question 1. Who was Siddhartha? Where was he born?
Answer:

Siddhartha was the real name of Gautama Buddha. He founded ‘Buddhism’. He was born about 2500 years ago as a Kshatriya in Sakya gana (now in Nepal).

Question 2. Name the exceptions to Upanishadic thinkers.
Answer:

Most of the Upanishadic thinkers were Brahmins or rajas i.e., men. But, there were exceptions like Gargi, a woman, and Jabala, a slave.

Question 3. Who developed the ideas given in the Upanishads?
Answer:

Shankaracharya (Adi), a famous thinker, later developed the ideas given in the Upanishads.

Chapter 6 New Questions and Ideas NCERT Solutions

Question 4. Which changes came in India about 2500 years ago?
Answer:

The New Changes Were:

  • Mahajanapadas were growing and cities were being established.
  • New religions: Buddhism and Jainism were taking shape.

Question 5. What do we mean by “Karma”?
Answer:

Karma refers to our actions—good or bad. As per the religious leaders karma affects our present and future life.

Question 6. Which book gives the rules of Buddhism?
Answer:

Rules of Buddhist sangha are given in “Vinaya Pitaka”.

New Questions And Ideas Short Answer Type Questions

Question 1. Discuss in brief the story of the Buddha.
Answer:

  1. When Gautama Buddha was a young man, he left the comforts of his home in search of knowledge. He wandered for several years, meeting and holding discussions with other thinkers (philosophers). He finally decided to find his own path to realization.
    • He meditated for many years under a peepal tree at Bodhgaya, where he attained enlightenment. After that, he was known as the Buddha or the Wise One.
  2. After attaining enlightenment Buddha went to Samath, near Varanasi, where he taught for the first time. He spent the rest of his life traveling on foot, going from place to place, teaching people, till he passed away at Kusinara.

Question 2. Write in short the life story of Vardhamana Mahavira.
Answer:

  1. Vardhamana Mahavira was a Kshatriya prince of the Lichchhavis. Lichchhavis was a part of the Vajji Sangha.
  2. At the age of thirty, Mahavira left home and went to live in a forest. For twelve years he led a hard and lonely life, at the end of which he attained enlightenment.
  3. The teachings of Mahavira and his followers were written down at a place called Valabhi, in Gujarat, about 1500 years ago.

Question 3. Write a short note on the six schools of philosophy.
Answer:

The Truth Was Explored By Indian Intellectuals Centuries Ago. It Has Been Represented By Six Systems Of Philosophy. These Are Known As

NCERT Solutions For Class 6 History Chapter 6 New-Questions-And-Ideas-Six-Sytems-Of-Philosophy

It is believed that these systems of philosophy were founded by sages Konda, Gotama, Kapila, Patanjali, Jamini, and Vyasa respectively.

The scholarly discourse of these philosophies still guides the country. Friedrich Max Muller, German-bom British indologist has observed that these theories have been developed by individual thinkers. But they underlay harmony in their understanding of truth.

New Questions And Ideas Long Answer Type Questions

Question 1. What were the main teachings of the Buddha?
Answer:

The main Teachings Of The Buddha Were:

  1. The Buddha taught that life is full of suffering and unhappiness. This is caused because we have cravings and desires (which cannot be fulfilled).
  2. Sometimes, even if we get what we desire, we are not satisfied (permanently) and want (or desire) even more and more (or other things). The Buddha described this as thirst or tanka.
  3. The Buddha taught that thirst or tanha or constant craving could be removed by following moderation in everything.
  4. He also taught people to be kind and to respect the lives of others, including animals.
  5. The Buddha believed that the result of our actions (called Karma), whether good or bad, affects us both in this life and in the next life.
  6. He also encouraged, people to think for themselves rather than simply follow what he (the Buddha) said.
  7. The Buddha taught in Prakrit. This was the language of the ordinary people. So everybody could understand his message.

Question 2. Write a short note on the following:

  1. Upanishads
  2. Panini, the grammarian.

Answer:

  1. Upanishads
    • Background. Around the time of Buddha or a little earlier, other thinkers also tried to find answers to difficult questions about life.
      • Some of them wanted to know about life after death, others wanted to know why sacrifices should be performed.
      • Many of these thinkers felt that there was something permanent in the world, which would last even after death. They described this as the atman or the individual soul. They also described the Brahman or the universal soul.
      • They believed that ultimately, both the atman and the Brahman were one and the same.
    • Many ideas of the ancient thinkers were recorded in books called the Upanishads. These were part of the later Vedic texts (i.e., all three Vedas, other than the Rigveda are called the later Vedas).
    • Upanishad literally means “approaching and sitting near” and the texts contain conversation between teachers and students. Generally, ideas were presented through simple dialogues.
  2. Panini, the grammarian
    • He was a great scholar. He prepared grammar for Sanskrit, He arranged the vowels and the consonants in a special order. He used to create formulae like those found in Algebra.
    • He used them to write down the rules of the language in short formulae (around 3,000).

New Questions and Ideas: NCERT Solutions Chapter 6

Question 3. Discuss Jainism, in brief.
Answer:

  1. The word Jaina comes from the term Jina, meaning conqueror.
    • Followers of Vardhamana Mahavira, who were known as Jainas, had to lead very simple lives and begging for food.
    • They had to be truthful and honest. They were especially asked not to steal.
  2. The followers of Mahavira had to observe celibacy. And men preachers had to give up everything, including their clothes.
  3. Mahavira taught a simple doctrine: men and women who wished to know the truth must leave their homes. They must follow the rules of ahimsa.
  4. The Jain Munnies had to cover their mouth and nose with a piece of cloth, ensuring that they did not kill small insects with their breath.
  5. Ordinary people could understand the teachings of Mahavira and his followers because they used Prakrit, the language of the people of that time.

Question 4. Why did the Jainism could not become popular among most of the people?
Or
What were the reasons for the low popularity of Jainism?
Answer:

  1. It was very difficult for most men and women to follow the main principles (or rules) strictly as desired by the founders and preachers of Jainism.
  2. Nevertheless, thousands left their homes to learn and teach the new way of life, preached by Jainism, Many more remained behind and supported those who became monks and nuns providing them with food.
  3. Jainism was supported mainly by traders. Farmers (the main portion of India’s population), who had to kill insects to protect their crops, found it more difficult to follow the rules.

Question 5. Discuss the Sangha.
Answer:

  1. Buddha (the founder of Buddhism) felt that only those who left their homes could gain true knowledge. He arranged for them to stay together in the sangha.
  2. The rules made for the Buddhist sangha were written down in a book called the Vinaya Pitaka. From this book, we know that there were separate branches for men and women.
    • All men could join the sangha. However, children had to take the permission of their parents, slaves of their masters, those who worked for the king had to take his permission, and debtors that of creditors.
    • Women had to take their husband’s permission.
  3. Men and women of the sangha led simple lives. They meditated for most of the time.
    • They went to villages, towns, and cities to beg for their food during fixed hours. That is why, they were known as hhikkhus and hhikkhunis.
    • They taught others and helped one another. They held frequent meetings to settle any quarrels that took place.
  4. Those who joined the sangha included Brahmins, Kshatriyas, merchants, laborers, barbers, and slaves. Many of them wrote down the teachings of the Buddha. Some of them also composed beautiful poems, describing their life in the sangha.

Question 6. Discuss the Vihars of the Jainas and the Buddhists.
Answer:

  1. To begin with, both Jaina and Buddhist bhikkhus went from place to place throughout the year, teaching people about their religions. They stayed in one place during the rainy season, when it was very difficult to travel,
  2. As time passed, the supporters of the bhikkhus built temporary shelters for them in gardens or they lived in natural caves in hilly areas.
  3. Then, several supporters of bhikkhus and bhikkhunis, and they themselves, felt the need for more permanent shelters, These were called Viharas. Initially, Viharas were made of wood, but later, Viharas were made of bricks. Some were even dug out in hills, especially in western India.
  4. Generally, the land for Vihara was donated by a rich merchant or the ruler. The local people came with gifts of food, clothing, medicines, etc. for the monks and nuns.

NCERT Solutions For Class 6 History Chapter 6 Multiple Choice Questions

Choose The Correct Answer:

Question 1. When was Gautama Buddha’s horn?

  1. About 3,000 years ago
  2. About 2,500 years ago
  3. About 1,500 years ago
  4. About 1,000 years ago

Answer: 2. About 2,500 years ago

Question 2. Where did Buddha give his first sermon?

  1. Pataliputra
  2. Gaya
  3. Samath
  4. All of these

Answer: 3. Samath

Question 3. Who thought that people should be kind and respect others?

  1. Gautama Buddha
  2. Ajatasattu
  3. Shiva
  4. Alexander

Answer: 1. Gautama Buddha

Question 4. Who is the famous Tirthankara of Jains?

  1. Lord Krishna
  2. Lord Buddha
  3. Lord Mahavira
  4. Lord Mahesh

Answer: 3. Lord Mahavira

Question 5. What does Upanishad literally mean?

  1. Approaching and sitting near
  2. Go far away
  3. Both (1) and (2)
  4. None of these

Answer: 1. Approaching and sitting near

Question 6. Who went door to door to find out the home, where nobody had died?

  1. Kisagotami
  2. Rajula
  3. Sita
  4. Ahiliya

Answer: 1. Kisagotami

Question 7. Who believed that the result of our action is karma?

  1. Mahavira
  2. Buddha
  3. Indra
  4. Ram Chandra

Answer: 2. Buddha

History Chapter 6 NCERT Solutions New Questions and Ideas

Question 8. At what age did Mahavira leave his home and go to live in a forest?

  1. At 15 years
  2. At 30 years
  3. At 40 years
  4. At 45 years

Answer: 2. At 30 years

Question 9. What was Mahavira’s teachings?

  1. Live and let to be live
  2. Neither live nor to be lived
  3. Both (1) and (2)
  4. None of these

Answer: 1. Live and let to be live

Question 10. What did bhikkhus mean?

  1. Beggar
  2. Achiever
  3. Gainer
  4. Loser

Answer: 1. Beggar

New Questions And Ideas Objective Type Questions

Question 1. Fill in the blanks with appropriate words:

1. Real name of Gautama Buddha was _______
Answer: Siddhartha

2. The word Jain comes from the term _______
Answer: Jina

3. The Vinaya Pitaka is a sacred book of _______
Answer: Buddhism

4  ______ language was used by Buddha for his teachings.
Answer: Prakrit

5. Prakrit spoken in Magadha was known as _______
Answer: Magadhi

6. Buddha passed away at _______
Answer: Kusinara

Question 2. State whether the given statements are true or false:

1. Satyakama was the son of Gargi.
Answer: False

2. Jain teachings were first written at Samath.
Answer: False

Class 6 History Chapter 6 NCERT Solutions: Key Points

3. The universal soul has been referred to as ‘Brahman’
Answer: True

4. Jainism was initially supported by only the traders.
Answer: True

5. The earliest viharas were made of wood.
Answer: True

6. Upanishads are the part of Rigveda.
Answer: False

Question 3. Match the contents of Column A with that of Column B.

NCERT Solutions For Class 6 History Chapter 6 New-Questions-And-Ideas-Match-The-Contents

Answer: 1-c, 2-d, 3-f, 4-a, 5-e, 6-b

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade Exercises

Question 1. Fill in the blanks:

1. ________ was a word used for large landowners in Tamil.
Answer: Vellalar

2. The gramabhojaka often got his land cultivated by the ________
Answer: slaves and hired workers

3. Ploughmen were known as ________ in Tamil.
Answer: Uzhavar

4. Most chapatis were ________ landowners.
Answer: Smaller

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade

Question 2. Describe the functions of the gramabhojaka. Why do you think he was powerful?
Answer:

  1. The Functions Of The Gramabhojaka. In the northern part of India, the village headman was known as the gramabhojaka.
    1. Gramabhojaka owned a very large piece of land. He got it cultivated by his slaves and hired workers.
    2. Gramabhojaka used to collect taxes from the village, by the order of the king.
    3. Gramabhojaka also functioned as a judge, and sometimes as a policeman.
  2. Gramabhojaka As A Powerful Man As His post was hereditary. Usually, men from the same family held the position for generations.

Question 3. List the craftspersons who would have been present in both villages and cities.
Answer:

Read and Learn More NCERT Solutions For Class 6 Social Science

The List Of The Crafts Persons Who Would Have Been Present In Both Villages And Cities Are:

NCERT Solutions For Class 6 History Chapter 8 Villages-Towns-And-Trade-Craftpersons

Question 4. Choose the correct answer:

1. Punch-marked coins were made of:

  1. Silver
  2. Gold
  3. Tin
  4. Ivory

Answer: 1. Silver

NCERT Solutions Class 6 History Chapter 8 Villages, Towns, and Trade

2. Mathura was an important:

  1. Village
  2. Port
  3. Religious centre
  4. Forested area

Answer: 3. Religious centre

3. Shrenis were associations of:

  1. Rulers
  2. Crafts persons
  3. Farmers
  4. Herders

Answer: 2. Craft persons

Question 5. What kinds of evidence do historians use to find out about trade and trade routes?
Answer:

The Historians Use The Following Evidence To Find Out About Trade And Trade Routes:

  1. Archaeologists collected the Northern Black Polished Ware, bowls, and plates, found from several sites throughout the subcontinent. They guess that traders might have carried from the place where they were made, to other places.
  2. Historians find evidence of trade in Sangam poems. Here is one example which describes the goods brought into Puhar port on the east coast:
  3. Swift-prancing horses by the sea in ships
  4. Bales of black pepper in carts.
  5. Historians tell us that South India was famous for gold, spices, especially pepper, and precious stones. Pepper was valued in the Roman empire, as black gold. Indian traders carried many of these goods in ships, across the sea, and in caravans, to Rome.

Many Roman gold coins have been found in south India. These coins are considered proofs of trade relations between ancient India and the Roman Empire.

Question 6. Which of the iron tools would have been important for agriculture? What would the other tools have been used for?
Answer:

Iron tools are sickle, tongs, and axe. Out of these sickle and axes would have been used for agriculture. The other tool i.e., tong, would have been used to hold things without touching them.

Question 7. Compare the drainage system in your locality with that of the cities mentioned in the lesson. What similarities and differences do you notice?
Answer:

In our locality, the drainage system includes pipes and drains. In the lesson, it mentioned that irrigation projects/things, that were built during the time, included ring wells and drains.

Comparison:

  1. Similarities. Our locality has a good drainage system. Every individual house or building has a good drainage system. Archaeologists have also found some drains and garbage dumps in each of the cities/towns or sites mentioned in the chapter and in individual houses.
  2. Differences or Dissimilarities. Nowadays, everything (project or work) is well-maintained and made up of good raw materials.

But in early cities, mud bricks and thatch had been used. These didn’t last long.

We use separators and filters with modern technology.

Question 8. If you have seen craftspersons at work, describe in a short paragraph what they do.
Answer:

Crafts Persons At Work:

  1. Different craftspeople work in villages and cities. For example, blacksmiths, goldsmiths, carpenters, potters, weavers, etc.
  2. Craftsmen get raw materials from villages and nearby cities from traders.
  3. Crafts persons use different types of equipment, as required for their crafts.
    1. For example, a potter uses a potter’s wheel, a spade, a stick, a spin thread, etc.
  4. A blacksmith uses iron and other metals, a funeral, a hammer, a big-iron rod, etc.
  5. A weaver uses a spinning wheel, cotton, needle, scissors, dye-colours, dying-vessels, etc.
  6. A carpenter uses wood, iron, a hand axe, an iron blade, nails, hammers, pliers, etc.
  7. How they work
    • Most of the craftsmen work at their own cottages or homes. Other family members used to help him.
    • Many crafts persons formed associations known as Shrenis. Shrenis of crafts persons provided training, procured raw materials and distributed the finished product.
  8. What happened to the finished product
    • The crafts persons after keeping a small part of the finished products for their family use, took the remaining part of production to local markets to sell them. These merchants then took the products to those parts of the country or to other countries where they were demanded.

Question 9. List the functions performed by men and women who live in your city or village. In what ways are these similar to those performed by the people who lived in Mathura? In what ways are they different?
Answer:

In our city (or in our village) different types of functions such as domestic, officials, related to government posts or departments are performed by men and women as their daily routine.

Mathura: It was (and even today) an important religious city about 2500 years ago. It was important because this city was located at the two main trade routes. The city is known for several temples and shrines. Farmers and herders from adjoining areas provided food items etc. to the people of the city.

Similar: In our city or village people work as traders merchants or farmers, like the men of the old city of Mathura. The women did a lot of work at home; as the domestic wives or ladies do in modern cities and villages.

Differences: People in Mathura did work for the kings and their family- members. But now in cities or villages, people do work to meet their daily needs.

Villages, Towns, and Trade Class 6 History NCERT Solutions

Question 10. List five things that you buy from the market. Which of these are made in the city/village in which you live, and which are brought by traders from other areas?
Answer:

List Of Things That We Buy From Market:

  • Food items: rice, pulses, etc.
  • Clothes
  • Stationery like books, pens, etc. Electronic items
  • Shoes

Among the above things—rice, pulses, and cheap clothes are locally made; certain types of handcrafted clothes are brought from other areas.

Question 11. Prepare a list of at least five objects made of iron or steel that you use almost every day.
Answer:

Scraper, hammer, nails, spoons, nut-bolts.

Question 12. Look at the chart and fill in the rest by using the given phrases.

  1. Kings need money for armies, palaces, and forts.
  2. They demand taxes from farmers.
  3. This is possible with irrigation.
  4. Production increases.
  5. So does revenue.

Answer:

  1. Kings need money for armies, palaces, and forts.
  2. They demand taxes from farmers.
  3. Farmers have to increase production to pay taxes.
  4. This is possible with irrigation.
  5. Kings provide money and plan irrigation work.
  6. Labor is provided by the people.
  7. Production increases.
  8. So does revenue.
  9. Farmers also benefit because crop production is more certain.

Question 13. Make a list of the occupations of people who lived in Mathura. List one occupation that was not practiced in Harappan cities.
Answer:

Occupations Practiced In Mathura:

  • Goldsmiths, blacksmiths, weavers, basket makers, garland makers, perfumers, traders, craft persons, officers, etc.
  • We have not found remains of palaces. So king’s officers as a profession would not have existed in Harappan cities.

Question 14. List the evidence that indicates that there was contact with Rome.
Answer:

We found evidence that indicates contact with Rome.

  • Argentine ware—stamped red glazed pottery has been found.
  • Roman designs on local pottery were used.
  • Roman lamps, glassware, and gems have been discovered.

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade Very Short Answer Type Questions

Question 1. What is being done by Prabhakar?
Answer:

Prabhakar sat watching the smiths at the local shop.

Question 2. Which things and steps helped in. increasing production?
Answer:

New tools and transplantation of crops increased production. Irrigation was also used. Irrigation works, that were built during this time (2500 years ago), included canals, wells, tanks, and artificial lakes.

Question 3. What are Jatakas?
Answer:

The Jatakas were stories that were probably composed of ordinary people. These were written down and preserved by Buddhist monks.

Question 4. Explain the meaning of the term: Tamil-Brahmi inscriptions.
Answer:

Several pieces of pottery have inscriptions in the early Brahmi script. These are called Tamil-Brahmi inscriptions.

Chapter 8 Villages, Towns, and Trade NCERT Solutions

Question 5. For which articles of trade was South India famous during the ancient period?
Answer:

South India was famous for gold, spices especially pepper, and precious stones.

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade Short Answer Type Questions

Question 1. Discuss in a short paragraph ‘Iron Tools and Agriculture’.
Answer:

  1. We generally take the use of iron for granted today. In fact different types of things made of iron are a part of our daily lives.
  2. The use of iron began in India around 3000 years ago.
  3. Some of the largest collections of iron tools and weapons were found in the megalithic burials.
  4. There is evidence for the growing use of iron tools. Axes were used for clearing the land. The plowshare was used for increasing agricultural production.

Question 2. What do you mean by the term Sangam literature? Why these are called Sangam?
Answer:

  1. Meaning: Some of the earliest works in Tamil are known as Sangam literature. These texts were composed around 2300 years ago.
  2. Cause Of Being Called Sangam: These texts are called Sangam because they were composed and compiled in assemblies of poets. These assemblies were held in the city of Madurai.

Question 3. What do you understand by the term ‘Punch-marked coins’? Explain in brief.
Answer:

  • Early coins. Archaeologists have found several thousands of coins belonging to ancient India. The earliest coins were in use for about 500 years. These were punched. They have been given this name, as the designs were punched onto the metal.
  • Coins were used as a medium of exchange. But coins were not the only means of exchange. Other articles such as paddy, salt, and some animals were also used as means of exchange.

Question 4. Discuss the Northern Black Polished Ware or NBP Ware of the early centuries of ancient India.
Answer:

  1. Crafts of ancient India include extremely fine pottery, known as the Northern Black Polished Ware.
  2. The Northern Black Polished Ware gets its name from the fact that it is generally found in the northern part of the subcontinent. It is usually black in colour. It has a fine sheen (illustration).

Question 5. Explain in brief the role or functions of the Shrenis (guilds) in the Mauryan Age.
Answer:

  1. Many crafts persons and merchants formed associations known as Shrenis.
  2. Shrenis of crafts persons provided training, procuring raw materials, and distributed the finished product.
  3. Shrenis of merchants organized trade.
  4. Shrenis also served as banks, where rich men and women deposited money. This was invested and part of the interest was returned or used to support religious institutions such as monasteries.

Question 6. What type of information do we get from inscriptions found in Mathura?
Answer:

  • Several inscriptions on stones, slabs, or statues have been found. Most of these gifts were made by men, and women to shrines or monasteries.
  • They also mention professions like goldsmiths, blacksmiths, weavers, and basket and garland makers. Short inscriptions were made by kings, queens craft persons, merchants, etc.

Class 6 History Chapter 8 NCERT Solutions: Villages, Towns, and Trade

Question 7. Discuss the story of the silk making.
Answer:

  • The rich glossy colors and texture of silk made it a highly valued fabric. Raw silk had to be extracted from the cocoons of silkworms. Techniques were first invented in China around 7000 years ago. These remained secret for Centuries.
  • Due to trade to distant lands, the route was known as the ‘Silk Route’.
  • Silk was given as gifts to the rulers of Iran and West Asia by the Chinese rulers.

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade Long Answer Type Questions

Question 1. Who lived in the villages in the northern region of the subcontinent before and during the age of the Buddha?
Answer:

Inhabitants in the Villages

  1. There were at least three different kinds of people living in most villages in the northern parts of the subcontinent.
  2. In the northern part of India, the village headman was known as the Gramabhojaka.
    • Usually, men from the same family held the positions for generations. In other words, the post was hereditary.
    • Apart from the gramabhojaka, there were other independent farmers, known as Grihapatis, who were smaller landowners.
    • And then there were men and women such as the dasa who did not own land. They had to earn a living working in the field of others.
  3. In most villages, there were also some crafts persons such as blacksmiths, potters, carpenters, and weavers.

Question 2. Who lived in the villages in the southern parts of the sub-continent?
Answer:

Inhabitants In The Villages

  1. In the Tamil region, large landowners were known as Vellalar.
    • Ordinary ploughmen were known as
    • Landless labourers including slaves, were known as Adimai.
  2. In most villages, there were also some crafts persons such as blacksmiths, potters, carpenters, and weavers.

Question 3. How do we find out about early cities of the subcontinent?
Answer:

We Find Out About Early Cities Of The Following:

  1. Stories or collections of ancient stories,
  2. Description of travelers and sailors,
  3. Sculpture, and
  4. Archaeological remains

NCERT Solutions For Class 6 History Chapter 8

Question 4. Describe the early city of Mathura.
Answer:

Generally, some cities were considered important for a variety of reasons. Let us look at the example of Mathura.

Mathura:

  1. It has been an important city for more than 2500 years.
  2. Farmers and herders from nearby villages provide food for people in the city,
  3. The city was located at the crossroads of two major routes of communication; from the northwest to east and from north to south.
  4. There were fortifications around the city.
  5. Mathura was also a center for fine sculpture.
  6. Around 2000 years ago Mathura became the second capital of the Kushanas (their first capital was Purshpur or modern Peshawar in Pakistan).
  7. Mathura was also a religious center—there were Buddhist monasteries and Jain shrines. It was an important center for the worship of Lord Krishna.
  8. Several inscriptions on surfaces such as stone, slabs, and statues, have been found in Mathura. These inscriptions mention goldsmiths, blacksmiths, weavers, basket makers, garland makers, and perfumers.

Question 5. Explain in short the main features of the Arikamedu settlement.
Answer:

Arikamedu

  1. This is located in Puducherry. Between 2200 and 1900 years ago, this site was a coastal settlement.
  2. A massive brick structure, which may have been a warehouse, was found at the site.
  3. Other finds:
    • Pottery from the Mediterranean region; such as amphorae (tall double-handled jars that contained liquids such as wine or oil)
    • Stamped red-glazed pottery, known as arretine ware, is named after a city in Italy. This was made by pressing wet clay.
    • Another kind of pottery was made locally with Roman designs.
    • Roman lamps, glassware, and gems.
    • Small tanks which were probably dyeing vats, were used to dye cloth.
    • Beads of semi-precious stones and glass.

Question 6. Discuss the silk route in your own words.
Answer:

Chinese traders went to distant lands on foot, horseback, etc. They carried silk with them. These paths came to be known as the Silk Route.

  1. Sometimes, Chinese rulers sent gifts of silk to rulers in Iran and West Asia. From there, knowledge of silk spread further west.
  2. It was very costly, as it had to be brought all the way from China. People living along the route often demanded payments to allow traders to pass through.
  3. Some rulers tried to control large portions of the route. They demanded taxes, tributes, and gifts from the traders. In return, they generally protected the traders from attacks by robbers.

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade Multiple Choice Questions

Choose The Correct Answer:

Question 1. When did the use of iron begin in

  1. Around 3,000 years ago
  2. Around 6,000 years ago
  3. Around 9,000 years ago
  4. Around 12,000 years ago

Answer: 1. Around 3,000 years ago

Question 2. What was the method of irrigation in ancient

  1. Canals
  2. Wells
  3. Tanks
  4. All of these

Answer: 4. All of these

Question 3. In which region landowners were known as Vellalars?

  1. Maharastra region
  2. Punjab region
  3. Tamil region
  4. None of these

Answer: 3. Tamil region

Question 4. Who were gramahhojaka?

  1. Village head men
  2. Ordinary people of the village
  3. Educated persons
  4. Illiterate persons

Answer: 1. Village head men

History Chapter 8 NCERT Solutions Villages, Towns, and Trade

Question 5. People who had no land of their own and worked for others were

  1. Independent farmers
  2. Dasa Karamakara
  3. Herders
  4. Grihapatis

Answer: 2. Dasa Karamakara

Question 6. What was the only resource of a poor man in the story clever poor

  1. Dead rats
  2. Dead dogs
  3. Dead goats
  4. None of these

Answer: 1. Dead rats

Question 7. Where was the ring well found?

  1. Kolkata
  2. Mumbai
  3. Delhi
  4. Chandigarh

Answer: 3. Delhi

Question 8. Why were the sculptures used by the ancient cities?

  1. To decorate railings, pillars, etc.
  2. To decorate cities
  3. None of these
  4. Both (1) and (2)

Answer: 4. Both (1) and (2)

Question 9. What was Mathura famous for?

  1. Religious centre
  2. Forested area
  3. Port
  4. All of these

Answer: 1. Religious centre

Question 10. For what was South India famous for?

  1. Gold
  2. Spices
  3. Stones
  4. All of these

Answer: 4. All of these

Question 11. To whom did the Chinese rulers send gifts of silk?

  1. Rulers of Iran
  2. Rulers of Iraq
  3. Rulers of Pakistan
  4. Rulers of Kajakisthan

Answer: 1. Rulers of Iran

NCERT Solutions For Class 6 History Chapter 8 Villages Towns And Trade Objective Type Questions

Question 1. Fill in the blanks with appropriate words

1. ________ was used to increase agricultural productivity.
Answer: Ploughshare

2. Mathura was famous for worship of _________
Answer: Lord Krishna

3. Small landowners in north India were known as ________
Answer: Grihapatis

4. _______ served as banks for rich people.
Answer: Shrenis

5. Tall double-handled jars called Amphorae contained __________
Answer: Liquids

Class 6 History Chapter 8 NCERT Solutions: Key Points

Question 2. State whether the given statement is true or false.

1. Most of the gramahhoj akas were small landowners.
Answer: False

2. Vellalar was a term used for large landowners.
Answer: True

3. Arrentine ware was so named after a city in Argentina.
Answer: False

4. Sangam literature was popular in the South.
Answer: True

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire Exercises

Question 1. Make a list of the occupations of the people who lived within the Mauryan empire.
Answer:

A List Of The Occupations Of The People Who Lived Within The Mauryan Empire:

NCERT Solutions For Class 6 History Chapter 7 From-A-Kingdom-To-An-Empire-Occupation-Of-The-People

From a Kingdom to an Empire NCERT Solutions Chapter 7

Question 2. Complete the following sentences:

1. Officials collected __________ from the area under the direct control of the ruler.
Answer: Taxes

2. Royal princes often went to the provinces as __________
Answer: Governors

Read and Learn More NCERT Solutions For Class 6 Social Science

3. The Maury rulers tried to control ___________ and __________ which were important for transport
Answer: Roads, rivers

4. People in forested regions provided the Maury officials with________
Answer: Elephant and forest produce

Question 3. State whether true or false:

1. Ujjain was the gateway to the north-west.
Answer: False

2. Chandragupta’s ideas were written down in the Arthashastra.
Answer: False

3. Kalinga was the ancient name of Bengal.
Answer: False

4. Most Ashokan inscriptions are in the Brahmi script
Answer: True.

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire

Question 4. What were the problems that Ashoka wanted to solve by introducing Dhamma?
Answer:

The Problems Ashoka Wanted To Solve By Introducing Dhamma Were:

  1. Respect for other religions and sects.
  2. Violence or killing of animals.
  3. Cruelty (He liked mercy or kindness towards slaves and servants).
  4. To maintain peace in families and among neighbors.
  5. Respecting one’s elders.
  6. Treating all creatures with compassion.

Question 5. What were the means adopted by Ashoka to spread the message of Dhamma?
Answer:

Ashoka Adopted The Following Means To Spread The Message Of Dhamma:

  1. He appointed officials, known as the Dhamma Mahamatta. They went from place to place teaching people about dhamma.
  2. Ashoka got his messages inscribed on rocks and pillars. He directed his officials to read his messages to those who could not read themselves.
  3. He also sent messengers to spread ideas about dhamma to other lands, such as Syria, Egypt, Greece, and Sri Lanka.
  4. Ashoka built roads and planted trees along these roads. He also dug wells and built rest houses.
  5. Besides he arranged for medical treatment for both, human beings and animals.

Class 6 History Chapter 7 From a Kingdom to an Empire Solutions

Question 6. Why do you think slaves and servants were ill-treated? Do you think the orders of the emperor would have improved their condition? Give reasons for your answer.
Answer:

  1. I think that slaves and servants were ill-treated. No political authority had favored the proper treatment of slaves and servants.
  2. Yes, I think the orders of the emperor would have improved the condition of slaves and servants. We can give the following reasons:
    1. Slaves and servants would have got proper wages and better behavior.
    2. Their respect in society and working conditions would have improved.

Question 7. Write a short paragraph explaining to Roshan why the lions are shown on our currency notes. List at least one other object on which you see them.
Answer:

  1. The lions that we see on our currency notes and coins have a long history. They were carved in stone and placed on the top of a massive stone pillar at Samath (near Varanasi).
  2. Lion from the Ashokan Pillar at Sarnath has four lions though only three can be seen. The fourth one is covered with one of the lions. After India became free, this Ashokan Lion became India’s National Emblem.
  3. We can see the lions on non-judicial stamp paper also.

Question 8. Suppose you had the power to inscribe your orders, what four commands would you like to issue?
Answer:

I Would Have Like To Issue The Following Four Orders:

  1. Everyone should respect their elders. Elders should love their youngers.
  2. Everyone should respect the other’s religion.
  3. Be kind to your servants and employees.
  4. Be loyal to your motherland.

Question 9. Name the countries where Ashokan inscriptions have been found.
Answer:

The Countries Were:

  • Modem Afghanistan
  • Modern Pakistan
  • India
  • Sri Lanka
  • Syria
  • Egypt
  • Greece

Question 10. Which Indian states were outside the empire?
Answer:

Part of modern Tamil Nadu.

Modern Kerala.

Question 11. How are empires different from kingdoms?
Answer:

Emperors need more resources than kings as empires are larger and need to be protected by big armies. In one empire there may be several kingdoms.

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire Very Short Answer Type Questions

Question 1. Who founded the Maury Empire and when?
Answer:

The Mauryan Empire was established by Chandragupta Maurya around 2300 years ago.

Question 2. Who was Kautilya?
Answer:

Kautilya is also known as Chanakya. He was Chandragupta’s minister. He helped him to establish the empire. He wrote “Arthashastra” which has his political ideas.

Question 3. Explain the meaning of the word Dynasty.
Answer:

When members of the same family become rulers one after another the family is called dynasty. The rule is called dynastic rule.

Question 4. Write the names of three rulers of the Mauryan empire and its capital.
Answer:

The Three Rulers Were:

  1. Chandragupta
  2. Bindusara
  3. Ashoka

The capital was at Pataliputra.

Chapter 7 From a Kingdom to an Empire NCERT Class 6

Question 5. Who was Megasthenes?
Answer:

Megasthenes was the ambassador of the Greek ruler Seleucus Nicator. He wrote “Indica” in which he described the rule and rulers of the Mauryan Dynasty.

Question 6. Look at the given picture and write two sentences about it.

NCERT Solutions For Class 6 History Chapter 7 From-A-Kingdom-To-An-Empire-Rampurwa-Bull

Answer:

  • The picture depicts a sculpture of the Rampurwa bull.
  • This was part of the Mauryan pillar found at Rampurwa (Bihar).
  • It is now been placed in Rashtrapati Bhavan.

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire Short Answer Type Questions

Question 1. Mention any three big or prominent cities of the Mauryan empire. Why were these cities popular (or famous)?
Answer:

NCERT Solutions For Class 6 History Chapter 7

Question 2. Write the main features of the life of the people of the Mauryan empire.
Answer:

The Main Features Of Life Of The People Of The Mauryan Empire Are:

  1. There were several cities in the empire.
    • Mainly emperor and his other family members along with important officials of the kingdom lived in the capital. Merchants, officials, and crafts persons probably lived in the other cities.
  2. In other areas (other than cities), there were villages of farmers and herders.
  3. In some areas, such as central India, there were forests. Here people gathered forest produce and hunted animals for food.
  4. People in different parts of the empire spoke in different languages. They probably ate different kinds of food and wore different kinds of clothes.
  5. Besides, there were the forest regions. People living in these areas were probably more or less independent. They may have been expected to provide elephants, timber, honey, and wax to Mauryan officials.

Question 3. Discuss the ruling system of the Mauryan empire.
Or
Mention the main features of the administrative system of the Mauryan empire.
Answer:

The Ruling System (Or Administration) Of The Mauryan Empire Is:

  1. The Mauryan empire was very large. Its different parts were ruled differently.
  2. The area around Pataliputra was under the direct control of the emperor. This meant that officials were appointed to collect taxes from villages and towns in the area.
  3. Mauryan government officials also punished those who disobeyed the ruler’s order.
  4. Most of the Mauryan officials were given salaries.
  5. Messengers went to and fro. Spies kept a watch on the officials.
  6. The Mauryan emperor supervised all officials, spies, ambassadors, etc; probably with the help of members of the royal family and senior ministers.

NCERT Solutions for Class 6 History Chapter 7

Question 4. Write three or four sentences about provinces and their administration of the Mauryan Empire.
Answer:

  1. There were several provinces in the Mauryan empire. Examples: Taxila, Ujjain.
  2. Each province was ruled by a provincial capital.
  3. There was some amount of control from Pataliputra. Royal princes were often sent to the provinces as governors.
  4. In provinces local customs and rules were probably followed.

Question 5. Why was the control of roads and rivers considered important during the Mauryan Age?
Answer:

The Mauryas tried to control roads and rivers. These were important for transport and to collection of whatever resources were available as tax and tribute.

Question 6. Explain the following terms:

  1. Tribute
  2. The Brahmi script

Answer:

  1. Tribute. Tribute was collected as and when it was possible for people who gave a variety of things, more or less willingly.
  2. The Brahmi script. The Brahmi script was used to write the language of that time (Prakrit). Most of the modern Indian scripts have developed from the Brahmi script.

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire Long Answer Type Questions

Question 1. Describe in your own words what Megasthenes had written about the Mauryan Emperor and about the capital city of the Mauryan Empire.
Answer:

Here is a part of Megasthenes’s description of the emperor and the capital city:

  1. The Emperor
    • The occasions on which the emperor appears in public are celebrated * with grand royal processions. He is carried in a golden palanquin (4ld=h1).
    • Emperor’s guards rode elephants decorated with gold and silver. Some of the guards carried trees with birds. They flew around the head of the emperor.
    • The king (or the emperor) is normally surrounded by armed women. He was afraid that someone might try to kill him.
    • The emperor had special servants to taste the food before he ate.
    • He never slept in the same bedroom for two nights.
  2. The Capital City or Pataliputra (or modern Patna)
    • The Capital City of the Mauryan empire was Pataliputra (modern Patna). It was a large and beautiful city. It was surrounded by a massive wall. It had 570 towers and 64 gates.
    • The houses (of the capital city) were two and three stories, built from wood and mud bricks.
    • The emperor’s palace was made of wood. It was decorated with stone carvings. It was surrounded by gardens and enclosures for keeping birds.

Question 2. Discuss Ashoka’s war in Kalinga.
Or
Discuss the main events of Ashoka’s war in Kalinga. What were the effects of this war on him?
Answer:

  1. Ashoka’s War In Kalinga. Kalinga is the ancient name of coastal Orissa. Ashoka fought a war to conquer Kalinga. About a lakh and a half people were captured. More than a lakh people were killed. After this, he became the emperor of almost the whole of India.
  2. Impact Of Ashoka’s War In Kalinga
    • Ashoka was very horrified when he saw the result of violence and bloodshed. He decided not to fight any more wars.
    • Ashoka was very sad. He decided to observe Dhamma and teach others about it as well.
    • He believed after this victory in war; that winning people through dhamma was much better than conquering them through force.
    • He inscribed his message of peace and love for the future; so that his son and grandson should not think about war. Instead, they should try to think about how to spread dhamma.

From a Kingdom to an Empire: NCERT Solutions and Explanation

Question 3. What was Ashoka’s Dhamma? What did he do in this field?
Answer:

Ashoka’s Dhamma

  1. Dhamma is the Prakrit word for the Sanskrit term Dharma. Ashoka’s dhamma did not involve worship of a god, or performance of a sacrifice.
  2. Ashoka felt that like a father, it is his duty to instruct his subjects. He was greatly inspired by the teachings of the Buddha.
  3. There were numerous problems that troubled Emperor Ashoka. People in the empire followed different religions. This sometimes led to conflict.

Animals were sacrificed. Slaves and servants were ill-treated. Besides, there were quarrels between families and neighbors. Ashoka felt it was his duty to solve these problems. So, he appointed officials, known as the Dhamma Mahamatta who went from place to place teaching people about dhamma.

Ashoka got his messages inscribed on rocks and pillars. He instructed his officials to read the message to those who could not read it themselves.

  1. Ashoka asked his people to give up useless rituals. He advised his subjects to be gentle with slaves and servants. He asked them to respect their elders.
  2. Ashoka asked his people to treat all creatures with compassion. They should give gifts to Brahmins and monks.
  3. Ashoka asked that each one should respect the other’s religion.
  4. Ashoka sent messengers to spread ideas about dhamma to other lands, such as Syria, Egypt, Greece, and Sri Lanka.
  5. Ashoka built roads and planted trees along these roads. He dug wells and built rest houses.

Besides, he arranged for medical treatment for both the human beings and the animals.

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire Map Skills

On the outline map of India locate the following:

NCERT Solutions For Class 6 History Chapter 7 From-A-Kingdom-To-An-Empire-Mauryan-Empire-The-Principle-Cities-And-Some-Of-The-Places

  • Pataliputra
  • Rampurwa
  • Ujjain
  • Lumbini
  • Taxila
  • Kalinga
  • Sanchi
  • Kaushambi
  • Sarnath.

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire Multiple Choice Questions

Choose The Correct Answer:

Question 1. How many lions are shown in our national Emblem?

  1. Two
  2. Three
  3. Four
  4. Five

Answer: 3. Four

Question 2. What was the name of the grandfather of Ashoka?

  1. Krishna
  2. Mahavira
  3. Sidhartha
  4. Chandragupta Maurya

Answer: 4. Chandragupta Maurya

Question 3. In which book were Chanakya’s ideas written?

  1. Ramayana
  2. Mahabharat
  3. Arthashastra
  4. None of these

Answer: 3. Arthashastra

Question 4. Who was supported by a wise man named Chanakya?

  1. Ashoka
  2. Rindusara
  3. Chandragupta
  4. All of these

Answer: 3. Chandragupta

Question 5. Who was Bindusara’s son?

  1. Chandragupta
  2. Siddhartha
  3. Ashoka
  4. Ram Krishna Pramhans

Answer: 3. Ashoka

NCERT Solutions Chapter 7 From a Kingdom to an Empire

Question 6. In which script were the Ashoka’s inscriptions written?

  1. Devanagari
  2. Sanskrit
  3. Tamil
  4. Brahmi Script

Answer: 4. Brahmi Script

Question 7. What is the meaning of the word Dhamrna?

  1. Environment
  2. Dharma
  3. Both (1) and (2)
  4. None of these

Answer: 2. Dharma

Question 8. How many towers supported the massive wall of Pataliputra?

  1. 670
  2. 870
  3. 570
  4. 470

Answer: 3. 570

Question 9. How many people were killed in the war of Kalinga?

  1. More than 20,000
  2. More than 40,000
  3. More than 60,000
  4. More than one Lakh

Answer: 4. More than one Lakh

Question 10. Which is the other animal than the lion on the Mauryan Pillar?

  1. Tiger
  2. Cow
  3. Buffalo
  4. Bull

Answer: 4. Bull

History Chapter 7 NCERT Solutions: From a Kingdom to an Empire

NCERT Solutions For Class 6 History Chapter 7 From A Kingdom To An Empire Objective Type Questions

Question 1. Fill in the blanks with appropriate words:

1. _______ was the founder of the Mauryan empire.
Answer: Chandragupta

2. As per the Arthashastra, the blankets of _________ were very famous.
Answer: North-west

3. Princes were sent as ________ to the provincial capitals.
Answer: Governors

4. Ashoka gave up war after the war of ________
Answer: Kalinga

Class 6 History From a Kingdom to an Empire Notes and Solutions

5. The Sanskrit word for ‘Dhamma’ is _________
Answer: Dharma

Question 2. State whether the given statements are true or false.

1. Arthashastra was written by Ashoka.
Answer: False

2. Gold and precious stones of the South were very famous.
Answer: True

3. The Lions on the currency notes are from Rampurwa Bull.
Answer: False

4. Taxilla and Ujjain were ruled by Pataliputra.
Answer: True

NCERT Class 6 History Chapter 7 Study Material

5. Bulls and lions are shown on the Ashokan pillar.
Answer: True

Question 3. Match the contents of Column A with that of Column B.

NCERT Solutions For Class 6 History Chapter 7 From-A-Kingdom-To-An-Empire-Match-The-Entire-Column

Answer: 1-e, 2-c, 3-a, 4-b, 5-d