Percentage of Calculator

What percentage of **a** makes up **b**

Solves **percentage of** using \[ c\%=b\times\frac{100}{a}\]

Percentage of something is defined as the division of the experimental value by the actual value, multiplied by 100%.

Solves **percentage of** using the formula below

The term "percentage of " refers to a proportion or fraction of a whole expressed as a hundredth. It is often denoted by the symbol "%". When we talk about a** percentage of **something, we are referring to a part of a whole expressed as a fraction of 100.

**c% = b * 100/a**

Where,

a = original value

b= the percentage of, as part of the original value, a

c% = is the result to be computed.

This equation illustrate how to find the percentage of a given value and provide a variety of scenarios to practice this concept.

What percentage of 200 is 10?

**Calculation**

Using the formula

c% = (10 * 100/200)%

= (10 * 0.5)%

= 5 %

Hence, 10 is **5%** of 200.

What percentage of 80 is 20?

**Solution**

To find the percentage, we can use the same formula :

20 = (c/100) * 80

Dividing both sides by 80 and multiplying by 100 gives:

0.25 = c/100

c = 0.25 * 100

c = 25%

Hence, 20 is **25%** of 80.

What percentage of 50 is 10?

**Solution**

Following the same steps as before:

10 = (x/100) * 50

Dividing both sides by 50 and multiplying by 100 gives:

0.2 = x/100

x = 0.2 * 100

x = 20

Therefore, 10 is** 20%** of 50.

What percentage of 120 is 36?

**Solution**

Using the equation:

36 = (x/100) * 120

Dividing both sides by 120 and multiplying by 100 gives:

0.3 = x/100

x = 0.3 * 100

x = 30

So, 36 is **30%** of 120.

**Grade Conversion:** In a class, a student scores 10 out of 150 on a test. To convert this score to a percentage, we can apply the percentage concept. By dividing the score by the total possible score and multiplying by 100:

(10/150) * 100 = 6.67%

Therefore, the student scored 6.67% on the test.

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