Question

rajesh and ravi invested in a business in the ratio of 3: 7 . In the first year they made a profit of rs 22000 . What would be the share of each of them? In the following year the profit was increased by 12% . Calculate the amount Rajesh receives in the second year.

Answer 1

Answer:

7392

Step-by-step explanation:

1. rajesh=22000×3/10=6600
2. ravi=22000×7/10=15400
3. 22000+12%=24640
4. rajesh =24640×3/10=7392

• note= if the all money will receive in 2 nd year then rajesh receive
• 6600 +7392=13992

Answer 2

Rajesh received Rs. 7392 in the second year.

Step-by-step explanation:

Since we have given that

Ratio of Rajesh and Ravi = 3:7

Total profit = Rs. 22000

So, Profit earned by Rajesh is given by

$\dfrac{3}{10}\times 22000\\\\=3\times 2200\\\\=Rs.\ 6600$

Profit earned by Ravi is given by

$\dfrac{7}{10}\times 22000\\\\=7\times 2200\\\\=Rs.\ 15400$

If profit is increased by 12%, we get that

$22000\times \dfrac{100+12}{100}\\\\=22000\times \dfrac{112}{100}\\\\=1.12\times 22000\\\\=Rs.\ 24640$

So, Profit earned by Rajesh would be

$\dfrac{3}{10}\times 24640\\\\=3\times 2464\\\\=Rs.\ 7392$

Hence, Rajesh received Rs. 7392 in the second year.

# learn more:

Ravi Rani started a business and invested money in the ratio 2 by 3 after one year the total profit was rupees 40000 if they share the profit in the ratio of the investments find the share of it in the profit

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