In a project the number of girls and boys participated are in the ratio 12:7.if there are 40 more girls than boys.find the number of girls and boys
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Given :
- In a project the number of girls and boys participated are in the ratio 12:7.
- There are 40 more girls than boys.
To find :
- The number of girls and boys =?
Step-by-step explanation :
It is Given that,
There are 40 more girls than boys.
Now,
Let, the number of girls be, 12n.
Then, the number of boys be, 7n.
According to the question,
➮ 12n = 7n + 40
➮ 12n - 7n = 40
➮ 5n = 40
➮ n = 40/5
➮ n = 8.
Therefore, We got the value of, n = 8.
Hence,
Number of girls, 12n = 12 × 8 = 96
Number of boys, 7n = 7 × 8 = 56
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