# Worksheet on Percentage into Decimal | Converting Percent to Decimals

Students can gain knowledge by practicing from this worksheet on how to convert percentage into a decimal. In this worksheet on Percentage into Decimal, the topics are explained clearly so that students can understand them easily. Here, we can see about percentage, decimals, and how to convert percentage into decimals. To convert a percentage into a decimal, we will remove the percentage by dividing the given value by 100. So, the given percentage can be changed into decimals.

This worksheet is helpful for students for practicing in their exams or for any other competitive exams. Practice using percentage to decimals worksheets and learn more tricks on solving different types of questions. Here we can see some of the examples of converting percentages into decimals with Answers. For more information on percentage, conversions have a glance at our Percentage Worksheets created to make your job easy.

1. Convert the following percent as decimals:

(i) 7%

(ii) 30%

(iii) 0.8%

Solution:

(i) 7%

Given 7%, now we will divide the given value with 100
= 7/100
on solving, we will get the result in decimals
= 0.07.

(ii) 30%

Given 30%, now we will divide the given value with 100
= 30/100
on solving, we will get the result in decimals
= 0.3.

(iii) 0.8%

Given 0.8%, now we will divide the given value with 100
= 0.8/100
on solving, we will get the result in decimals
= 0.008.

2.  Express the given percentage as a decimal

(i) 21%

(ii) 45%

(iii) 125%

Solution:

(i) 21%

Given 21%, now we will divide the given value with 100
= 21/100
on solving, we will get the result in decimals
= 0.21.

(ii) 45%

Given 45%, now we will divide the given value with 100
= 45/100
on solving, we will get the result in decimals
= 0.45.

(iii) 125%

Given 125%, now we will divide the given value with 100
= 125/100
on solving, we will get the result in decimals
= 1.25.

3. Which of the following is equal to 32%?

a) 0.32
b) 0.0032
c) 3.2
d) 0.032

Solution:

Given 32%, now we will divide the given value with 100
= 32/100
on solving, we will get the result in decimals
= 0.32.
So the option a is true.

4. Mr. Jack pays tax at the rate of 15% of his income. How much this could be in decimals?

Solution:

As Mr. Jack pays tax at the rate of 15% of his income,
So the decimals of his rate of income are
15/100
on solving, we will get the result in decimals
0.15.

5. Sam had 45% of his goals in a football match. Write the number of goals he made in decimal form?

Solution:

Sam had 45% of his goals in a football match,
so to convert the given percentage into decimal form,
we will divide the given value with 100
45/100
on solving, we will get the result in decimals
0.45.

6. A jar of orange juice was 85% full. What will be the amount of orange juice as a decimal?

Solution:

As a jar of orange juice was 85% full, so o find the amount of orange juice in decimals is
we will divide the given value with 100
85/100
on solving, we will get the result in decimals
0.85.

7. Convert the following percentage into decimal forms:

(i) 12.5%

(ii) 1.02%

(iii) 0.25%

(iv) 28%

Solution:

(i) 12.5%

Given 12.5%, now we will divide the given value with 100
= 12.5/100
on solving, we will get the result in decimals
= 0.125.

(ii) 1.02%

Given 1.02%, now we will divide the given value with 100
= 1.02/100
on solving, we will get the result in decimals
= 0.0102.

(iii) 0.25%

Given 0.25%, now we will divide the given value with 100
= 0.25/100
on solving, we will get the result in decimals
= 0.0025.

(iv) 28%

Given 28%, now we will divide the given value with 100
= 28/100
on solving, we will get the result in decimals
= 0.28.