Question

$49000 were divided among 150 children, If each girl gets $50 and a boys gets $125,then the number of boys is​

Answer 1

Answer:

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Answer 2

Answer:

$\boxed{104}$  

Step-by-step explanation:

NB : a boys gets $25 AND  $\neq$  $125

      $4,900   and not $49,000

Let the number of girls = x

Let the number of boys = y

Given :

• x + y = 150                                  

• 50x + 25y = 4,900                     ........... ÷25

            ⇒2x + y = 196

Solution:

On Solving Both Equations,

      x +  y = 150

- (2x +  y = 196)

             - x = - 46

⇒ x = 46

Now substituting x ,

x + y = 150

⇒46 + y = 150

⇒y = 150 - 46

⇒y = 104

∴The number of Boys =$\boxed{104}$  

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