Divide ₹642 among A, B, C in the ratio 1:2:3. What will be C's share?

₹300

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₹314

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₹321

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₹330

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Solution

The correct option is C
₹321

Let A get x, B get 2x and C get 3x.

x + 2x + 3x = ₹642

6x = 642

x = $\frac{642}{6}$ = ₹107

$∴$ C's share = 107 $\times$ 3 = ₹321

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A sum of ₹ $7000$ is divided among $A, B, C$ in the ratio $8 : 12 : 20$ . Find $C$ 's share.

\frac{A^{'} s S h a r e}{B^{'} s S h a r e} = \frac{B^{'} s S h a r e}{C^{'} s S h a r e} = \frac{3}{4} .

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