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Class 5 Maths Practice Question Answers - Percentages

Question 1: Find:
(a) 20% of 80
(b) 32% of 75
(c) 45% of 80 days 

a) 20% of 80
Class 5 Maths Practice Question Answers - Percentages
Hence, 20% of 80 = 16.
(b) 32% of 75
Class 5 Maths Practice Question Answers - Percentages
Hence, 32% of 75 = 24
(c) 45% of 80 days
Class 5 Maths Practice Question Answers - Percentages
Hence, 45% of 80 days = 36 days.


Question 2: Express each of the following as a percentage:
(a) 0.14
(b) 0.35
(c) 0.75

(a) 0.14 = (0.14 × 100)% = 14%.
(b) 0.35 = (0.35 × 100)% = 35%.
(c) 0.75 = (0.75 × 100)% = 75%.


Question 3: Express each of the following as a percentage:
(a) 11 / 20
(b) 14 / 25
(c) 27 / 50 

(a)
Class 5 Maths Practice Question Answers - Percentages
(b)
Class 5 Maths Practice Question Answers - Percentages
(c)
Class 5 Maths Practice Question Answers - Percentages


Question 4: Find the number whose:
(a) 15% is 24
(b) 36% is 117

To find the number based on the given percentage values, you can use the formula: 

Class 5 Maths Practice Question Answers - Percentages

(a) We have, 15% of the required number = 24
Class 5 Maths Practice Question Answers - Percentages

 We will take 100 on the other side and multiply it by 24

15 x required number = 24 x 100

15 x required number = 2400

Now we will take 15 on the other side and divide it

Required number = Class 5 Maths Practice Question Answers - Percentages
Hence, 160 is the required number whose 15% is 24.
(b) We have 36% of the required number = 117
Class 5 Maths Practice Question Answers - Percentages

We will take 100 on the other side and multiply it by 117

36 x required number = 117 x 100

36 x required number = 11700

Now we will take 36 on the other side and divide it

Required number = Class 5 Maths Practice Question Answers - Percentages

Hence, 325 is the required number whose 36% is 117.


Question 5: What per cent of 80 is 60?

To find what percent of 80 is 60, you can use the formula: 

Class 5 Maths Practice Question Answers - Percentages

Class 5 Maths Practice Question Answers - Percentages

Class 5 Maths Practice Question Answers - Percentages

Class 5 Maths Practice Question Answers - Percentages


Question 6: Express each of the following percents as a decimal.
(a) 11%
(b) 72%
(c) 85%

(a) 11% = 11 / 100 = 0.11.
(b) 72% = 72 / 100 = 0.72.
(c) 85% = 85 / 100 = 0.85.

Remember: By a certain per cent we mean that many hundredths.


Question 7: Express each of the following percents as a fraction:
(a) 15%
(b) 64%
(c) 95%

(a) 15% = 15 / 100 = 3 / 20%.
(b) 64% = 64 / 100 = 16 / 25%.
(c) 95% = 95 / 100 = 19 / 20%.


Question 8: Praveen scored 432 marks out of 600. What percentage of marks did he score?

432 out of 600 is equivalent to the fraction 432/600.

Hence, the required percentage = 432/600 x 100% = 72%

Hence, Praveen scored 72% marks.


Question 9: Mr Bhardwaj earns ₹ 75,200 per month. He pays 10% as income tax. How much does he pay as income tax?

Mr Bhardwaj's monthly earnings = ₹ 75,200

Amount paid as income tax = 10% of ₹ 75,200

= ₹ 75,200 x 10/100 = ₹ 75,200 x 10/100 = ₹7,520


Question 10: In a school, there are 725 students. Out of these, 32% are girls. How many girls are there? Also, find the number of boys in the school.

Total number of students in the school = 725

Number of girls = 32% of 725 = 725 x 32/100 = 725 x 32/100 = 29 x 8 = 232.

Thus, number of boys in the school = 725 - 232 = 493.

The document Class 5 Maths Practice Question Answers - Percentages is a part of the Class 5 Course Mathematics for Class 5.
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FAQs on Class 5 Maths Practice Question Answers - Percentages

1. What is the concept of percentages?
Ans. Percentages are a way to express a part or a fraction of a whole as a fraction of 100. It is used to compare quantities, show proportions, or calculate discounts and interest rates.
2. How do you calculate percentages?
Ans. To calculate percentages, divide the part by the whole and multiply the result by 100. This will give you the percentage value. For example, if you have 20 apples out of a total of 50, the percentage of apples would be (20/50) * 100 = 40%.
3. How are percentages used in everyday life?
Ans. Percentages are used in everyday life in various situations. They are used to calculate discounts during sales, determine interest rates for loans or savings accounts, analyze statistical data, calculate tax rates, and compare prices and quantities.
4. Can percentages be greater than 100%?
Ans. Yes, percentages can be greater than 100%. Percentages greater than 100% indicate that the quantity being measured is larger than the whole. For example, if you have 120% attendance, it means you attended more than the expected number of sessions.
5. How can percentages be converted to fractions or decimals?
Ans. To convert a percentage to a fraction, divide the percentage by 100 and simplify the fraction if possible. For example, 75% can be converted to 75/100, which simplifies to 3/4. To convert a percentage to a decimal, divide the percentage by 100. For example, 50% can be converted to 0.50 as a decimal.
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