Mathematics Percentages, Quizzes of Mathematics

Percentages are used in everyday life, for example, calculating discounts during sales and interest rates at banks. Knowing how to find and use percentages is an important skill.

Typology: Quizzes

2021/2022

Available from 12/10/2022

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Percentages | Math | Broomfield School
Q&A Practice Quiz
A percentage is a way to show what percent of something there is. For example, 10%
means that there are 10 parts out of $80.
1. Calculate 10% of $80.
Let 10% of $80 = X
10/100 * £80 = X
Answer: X = $8
2. What is 40% of 120?
40% of 120
= (40/100) × 120
Answer = 48
3.If 16% of 40% of a number is 8, then find the number.
Let X be the required number.
Therefore, as per the given question,
(16/100) × (40/100) × X = 8
So, X = (8 × 100 × 100) / (16 × 40)
Answer = 125
4. What percentage of 2/7 is 1/35 ?
Let X% of 2/7 is 1/35.
[(2/7) / 100] × X = 1/35
X = (1/35) × (7/2) × 100 Answer = 10%
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Percentages | Math | Broomfield School

Q&A Practice Quiz

A percentage is a way to show what percent of something there is. For example, 10% means that there are 10 parts out of $80.

1. Calculate 10% of $80.

Let 10% of $80 = X 10/100 * £80 = X Answer: X = $

2. What is 40% of 120?

40% of 120 = (40/100) × 120 Answer = 48

3. If 16% of 40% of a number is 8, then find the number.

Let X be the required number. Therefore, as per the given question, (16/100) × (40/100) × X = 8 So, X = (8 × 100 × 100) / (16 × 40) Answer = 125

4. What percentage of 2/7 is 1/35?

Let X% of 2/7 is 1/35. ∴ [(2/7) / 100] × X = 1/ ⇒ X = (1/35) × (7/2) × 100 Answer = 10%

5. If only 10 of the 200 apples are bad, what percent is that?

As a percentage it is 10

200 X 100 = 5%

Answer 5% of those apples are bad

6. A Sweater is reduced 25% in price. The old price was $120.

Find the new price.

First, find 25% of $120 25% = 25

And 25

100 X $120 = $30 25% of $120 = $

So the reduction is $

Take the reduction from the original price

Answer $

Percentage Tip :

If you have a word problem and you don't know how to do it, just remember that there are always the same percentages. For example, if one person has $5 and another person has $10, then they have 50% of their own money each. If one person spends $5 and the other spends $8, then they spent 12% of their own money each.