John invested ₹ 25000 , Rafay ₹ 20000 and Usman ₹ 10000 to start a business together.

They got ₹ 2200 profit in a month which they divided in the ratio of their investments. How much did Rafay get ?

₹ 600

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₹ 200

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₹ 1000

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₹ 800

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Solution

The correct option is D
₹ 800

Ratio of investments = 25000 : 20000 : 10000

When we simplify this ratio , we get = 5 : 4 : 2

Let John get 5x Rafay get 4x and Usman get 2x in the profit as per ratio of investments

$∴$ 5x + 4x + 2x = ₹ 2200

$\Rightarrow$ 11 x = ₹ 2200

$\Rightarrow$ x = ₹ 200

$∴$ Rafay will get = 4x = 4 $\times$ 200 = ₹ 800

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John invested ₹ 25000 , Rafay ₹ 20000 and Usman ₹ 10000 to start a business together. They got ₹ 2200 profit in a month which they divided in the ratio of their investments. How much did Rafay get ?

John invested ₹ 25000 , Rafay ₹ 20000 and Usman ₹ 10000 to start a business together.

They got ₹ 2200 profit in a month which they divided in the ratio of their investments. How much did Rafay get ?