Question

25 girls and 20 boys are participating in the march past for sports day. How many kinds of equal rows can they make so that each row still has only girls and only girls

Answer 1

Answer:

5

Step-by-step explanation:

Answer 2

There must be 5 rows for each row of girl to have only girls

The given parameters are:

$Girls = 25$

$Boys = 20$

To calculate the number of rows where each row has only girls, then we first calculate the ratio of boys to girls:

$Ratio = Boys : Girls$

$Boys : Girls = 20 : 25$

Divide by 5

$Boys : Girls = 4 : 5$

Rewrite as:

$Boys \to 4$

$Girls \to 5$

This means that there are 4 boys on each row for the boy rows

And there are 5 girls on each row for the girl rows

The number of row is then calculated as:

$Rows = \frac{Total\ Girls}{Girl\ Ratio}$

$Rows = \frac{25}{5}$

$Total = 5$

Hence, there must be 5 rows for each row of girl to have only girls

Learn more at:

brainly.com/question/13032065