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A school has 585 pupils the number of girls is 29 more than the number of boys how many boys are there.thank you ma and sir
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1-st solution
From the condition, you have these two equations
g + b = 585, (1) (g = # of girls, b = # of boys)
g - b = 29. (2)
Add these equations (both the left and the right sides). You will get
2g = 585 + 29 = 614.
Hence, g =
= 312. The number of girls is 312.
Can you find yourself the number of boys?
2-nd solution
Let g = the number of girls.
Then the number of boys is g - 29, and the sum, which is the number of pupils, is g + (g-29).
So, you have an equation
g + (g-29) = 585.
Simplify and solve it for g:
2g - 29 = 585,
2g = 585 + 29 = 614,
g =
= 312.
There are 312 girls.
And how many boys?