A farmer has a field of area $49 \frac{4}{5}$ ha. He wants to divide it equally among his one son and two daughters. Find the area of each one’s share.

$16 \frac{3}{5} h a c$

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$17 \frac{2}{9} h a c$

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$\frac{495}{5} h a c$

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$\frac{78}{9} h a c$

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Solution

The correct option is A
$16 \frac{3}{5} h a c$

$49 \frac{4}{5} h a = \frac{249}{5} h a$
Each share = $\frac{1}{3} \times \frac{249}{5} h a = \frac{83}{5} h a = 16 \frac{3}{5} h a$

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A farmer has a field of area 4945ha. He wants to divide it equally among his one son and two daughters. Find the area of each one’s share.

The correct option is A 1635hac 4945ha=2495ha Each share =13×2495ha=835ha=1635ha

A farmer has a field of area $49 \frac{4}{5}$ ha. He wants to divide it equally among his one son and two daughters. Find the area of each one’s share.

The correct option is A
$16 \frac{3}{5} h a c$

$49 \frac{4}{5} h a = \frac{249}{5} h a$
Each share = $\frac{1}{3} \times \frac{249}{5} h a = \frac{83}{5} h a = 16 \frac{3}{5} h a$