the total strength of a school is 1120. the ratio of number of girls to to number of boys is is 3:4. find the number of girls and number of boys
Answers
\Huge{\boxed{\mathfrak{solution}}
Given:
Total strength of a school is 1,120.
The ratio of boys and girls in the school is 4: 3
To find :
The number of boys and the number of girls in the school.
Let's solve,
Let the number of girls are 4xx and the
number of boys are 3xx
So,
Number of girls + Number of boys = Total strength of school
4xx + 3xx = 1,120
7xx = 1,120
x=\dfrac{1,120}{7}x=
7
1,120
xx = 160
∴ Number of boys = 4 xx = 4 × 160 = 640
and number of girls = 3 xx = 3 × 160 = 480
Step-by-step explanation:
total strength of a school =1120
the ratio of number of girls to to number of boys = 3:4
no of girls =3/7×1120= 3×160= 480
no of boys = 4/7×1120= 4×160= 640
so no of boys = 640,no if girls = 480