If the boys of a class wear one shirt each, 4 shirts remain extra. If, each boy wears two shirts two boys are left shirtless. How many boys are there in the class ? *
explain with process pls fast
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Answer :
No. of boys are 8 and no. of shirts are 12.
Solution :
Let, the number of boys and shirts be x and y.
If one boy wear one shirt, 4 shirts are left.
↪ x + 4 = y
↪ x = y - 4 -------- equation 1
If one boy wears 2 shirts, 2 boys are left shirtless i.e, more 4 shirts are needed.
↪ 2x = y + 4 ------- equation 2
Now, Subtract equation 1 from 2
2x = y + 4
x = y - 4 (-)
_____________
x = 8
_____________
Consider equation 2
↪ 2x = y + 4
↪ 2(8) = y + 4
↪ y = 12
Therefore,
No. of boys = x = 8
No. of Shirts = y = 12
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