Question

Rohit and Romil purchased a plot, its value was 1,80,000. This amount is invested by both in the ratio 3:5. After some years they sold it at profit of 25%, what is the profit each of them got?


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Answer 1

$\fbox{ \bf \: Answer}$

Let's calculate the profit they made:-

$25\% \: \sf of \: 180000 \\ = \frac{25}{100} \times 180000 \\ = 45000$

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Let's now consider the profit Rohit and Romil made in terms of x in the ratio 3x : 5x

According to the problem,

$\sf \: 3x + 5x = 45000 \\ \sf = 8x = 45000 \\ \sf = x = 5625$

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Profit earned by Rohit:-

$\sf \: 3x \\ = \sf 16875$

Profit earned by Romil:-

$\sf5x \\ \sf = 28125$

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Answer 2

Answer:

Total price : 180000

Share ratio :3:5

Profit :25%: 45000

Step by step:

Total ratio parts: 3+5=8

Each part ratio share of profit: 45000/8= 5625

Now both profit seperately: 3x5625: 5x5625

16875:28125 Answer

Step-by-step explanation:

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