IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>EVERYDAY MATHEMATICS>Q 19

MEDIUM

6th Foundation

IMPORTANT

Earn 100

In a cricket coaching camp, $1200$ children are trained. Out of which $900$ are selected for various matches. Ratio of non- selected children to the total number of children is _____.

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Important Questions on Ratio and Proportion

MEDIUM

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>EVERYDAY MATHEMATICS>Q 20

In a quiz programme, the ratio of correct answers to incorrect answers is

5 : 2

. If a student gives

16

incorrect answers, then the number of correct answers given is _____.

MEDIUM

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>EVERYDAY MATHEMATICS>Q 21

The price of a table and a chair are in the ratio

7 : 5

. If a table costs

₹ 480

more than the chair, then the price of the chair is _____.

MEDIUM

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>EVERYDAY MATHEMATICS>Q 22

A bag contains one rupee,

50

paise and

25

paise coins in the ratio

5 : 6 : 8

. If the total amount is

₹ 420

, then find the total number of coins.

MEDIUM

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>EVERYDAY MATHEMATICS>Q 23

A certain amount was divided between Sneha and Sumit in the ratio

3 : 2

. If Sumit’s share was

₹ 3200

, then the total amount is_____.

MEDIUM

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>EVERYDAY MATHEMATICS>Q 24

Cost of

4

dozen of bananas is

₹ 60

. The number of bananas purchased for

₹ 22.50

will be____.

EASY

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>EVERYDAY MATHEMATICS>Q 25

35

pens are divided between Sheela and Sangeeta in the ratio

3 : 2

.The number of pens Sheela will get _____.

EASY

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>ACHIEVERS SECTION (HOTS)>Q 26

Divide

₹ 3010

among

A, B, C

respectively in such a way that

A

gets double of what

B

gets and

B

gets double of what

C

gets. Find the amount each one of

A, B, C

get.

EASY

6th Foundation

IMPORTANT

IMO Olympiad Work Book 6>Chapter 12 - Ratio and Proportion>ACHIEVERS SECTION (HOTS)>Q 27

A sum of

₹ 3690

is divided among P, Q, R and S such that

\frac{P^{'} s share}{Q^{'} s share} = \frac{Q^{'} s share}{R^{'} s share} = \frac{R^{'} s share}{S^{'} s share} = \frac{4}{5}

. Then,

Q ’ s

share is _____.