Question #a9c8c

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Question #a9c8c

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Answer 1 · 2018-02-03T04:46:00

$354$ $354$ males and $431$ $431$ females.

Explanation:

Let's assume the number of male students is $x$ $x$ . Therefore if there are $77$ $77$ more females than males, the number of females is $x + 77$ $x + 77$ .

The total number of students is number of male $+$ $+$ number of female students.

Therefore, the total number of students is

$x + x + 77 = 785$ $x + x + 77 = 785$

So

$2 x + 77 = 785$ $2x + 77 = 785$

Subtracting $77$ $77$ from both sides gives us

$2 x = 708$ $2x = 708$

Dividing both sides by $2$ $2$ gives us the value of $x$ $x$ , which is $354$ $354$ .

Therefore, there are $354$ $354$ males and $431$ $431$ $(354 + 77)$ $(354 + 77)$ females.

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