Mr. Frye distributed $126 equally among his 4 children for their weekly allowance.
a. How much money did each child receive?
b. John, the oldest child, paid his siblings to do his chores. If John pays his allowance equally to his brother and two sisters, how much money will each of his siblings have received in all?

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Answer:

I'm not quite sure its but here is my and answer

Each child is get $ 31.50

John will pay $ 15.75 to is brother

and $ 15.75 to his sister

Step-by-step explanation:

Divide the total money by 4 because there are 4 children and then you will get the answer for the (A) You will get $ 31.50

For the (B) you have to divide $ 31.50 by 2

then you will get $ 15.75

So there you go

a. $31.5

b. $42  

Further explanation

Given:

Mr. Frye distributed $126 equally among his 4 children for their weekly allowance.

Question a.  

How much money did each child receive?

Let us divide $126 with 4 children.

[tex]\boxed{ \ \$ 126 \div 4 = \boxed{ \ \$ 31.5 \ } \ }[/tex]

Or,

[tex]\boxed{ \ \frac{\$ 126}{4} = \boxed{ \ \$ 31.5 \ } \ }[/tex]

Or,

[tex]\boxed{ \ 1 \ child \times \frac{\$ 126}{4 \ children} = \boxed{ \ \$ 31.5 \ } \ }[/tex]

Thus, each child receives $31.5.

Question b.

John, the oldest child, pays his allowance equally to his brother and two sisters.

How much money will each of his siblings have received in all?

Let us divide $31.5 with 3 children.

[tex]\boxed{ \ \$ 31.5 \div 3 = \boxed{ \ \$ 10.5 \ } \ }[/tex]

Or,

[tex]\boxed{ \ \frac{\$ 31.5}{3} = \boxed{ \ \$ 10.5 \ } \ }[/tex]

Or,

[tex]\boxed{ \ 1 \ child \times \frac{\$ 31.5}{3 \ children} = \boxed{ \ \$ 10.5 \ } \ }[/tex]

Recall in the beginning Mr. Frye distributed to each child $ 31.5. Then John, the oldest child, pays his allowance equally to his brother and two sisters.

Thus, each of his siblings received [tex]\boxed{ \ \$ 31.5 + \$ 10.5 = \boxed{~\$ 42~} \ }[/tex] in all.

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Keywords: Mr. Frye distributed $126, equally among his 4 children, for their weekly allowance, how much money did each child receive? John, the oldest child, paid his siblings, to do his chores, equally to his brother and two sisters

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