D) Granny shares R98 equally between her 7 grandchildren. How much will each grandchild get? 2) Dad has R78…

Question

D) Granny shares R98 equally between her 7 grandchildren. How much will each grandchild get? 2) Dad has R78. He gives half to mom. How much does mom get?

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Here are the solutions to the problems:

D) Granny shares R98 equally between her 7 grandchildren. How much will each grandchild get?

Identify the total amount and the number of recipients.
Total amount = R98
Number of grandchildren = 7
Divide the total amount by the number of grandchildren to find each share.
$\text{Each grandchild's share} = \frac{\text{Total amount}}{\text{Number of grandchildren}}$ $\text{Each grandchild's share} = \frac{\text{R}98}{7}$ $\text{Each grandchild's share} = \text{R}14$
Each grandchild will get R14.
$\boxed{\text{R}14}$
2) Dad has R78. He gives half to mom. How much does mom get?
Identify the total amount and the fraction given to mom.
Total amount = R78
Fraction given to mom = $\frac{1}{2}$
Calculate half of the total amount.
$\text{Mom's share} = \frac{1}{2} \times \text{Total amount}$ $\text{Mom's share} = \frac{1}{2} \times \text{R}78$ $\text{Mom's share} = \text{R}39$
Mom gets R39.
$\boxed{\text{R}39}$

D) Granny shares R98 equally between her 7 grandchildren. How much will each grandchild get? 2) Dad has R78. He gives half to mom. How much does mom get?

Step-by-step solution

Identify the total amount and the number of recipients.

Divide the total amount by the number of grandchildren to find each share.

Identify the total amount and the fraction given to mom.

Calculate half of the total amount.

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