# There are 12 boys and 15 girls in a class. What percent of the students in the class are girls?

There are 12 boys and 15 girls in a class. What percent of the students in the class are girls?

## Complete answer with full step-by-step explanations

## 500/9 % - details below.

> There are 12 boys and 15 girls in a class.

Students means the sum of boys and girls of the class:

Since there are 12 boys and 15 girls, there are 27 students in the class.

> What percent of the students in the class are girls?

The answer is simple:

girls-to-students-ratio: 15/27 = 5/9

If you want to convert this number into percents then remember that

100 % = 1

Hence you only need to multiply your ratio with 100 % which corresponds to a multiplication by one. Remember: A multiplication by one never changes the value of your term!

Therefore you have:

15/27 = 5/9 = (5/9) * 1 = (5/9) * 100 % = (5*100/9) % = 500/9 % = (55+5/9)% = approx 55.55556 %

Just for the record:

> What percent of the students in the class are boys?

boys-to-students-ratio:

12/27 = 4/9 = (4/9) * 1 = (4/9) * 100 % = (4*100/9) % = (44+4/9)% = approx. 44,44444 %

When adding both values together you get 1=100%.

Proof: 15/27+12/27=27/27=1=100%.

== RATE ME! ==

## complete answer here

## complete answer here

## ≈ 55.56%

body preview (81 words)

First we xxxxxxxxx the number xx xxxxxxxx in xxx xxxxxx xxxxx xx the number of xxxx x the number of girls.

.

12 + xx x 27

x

xx will next xxx xxx xxxx of three:

If xxxxx are 15 xxxxx in x class of xx students then there are x in a class of xxx xxxxxxxxx

x

xx xxxxx ......................... 27 students

x xxxxx xxxxxxxxxxxxxxxxxxxxxxxxxxxx xxxxxxxx

----------------------------------------------

xx * 100 = x * 27 xx x = xxxxxxx => x ≈ xxxxx %

So xxx answer is: xxxxxx xx the xxxxxxxx in xxx class xxx girls.