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Calculate the profit for sales of Rs. 2,50,000 and the sales required for a profit of Rs. 7,500.

May 26, 2026Accounting

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Answers

2 parts

\text{Rs. } 25,000

\text{Rs. } 191,666.67

3 steps

Here are the calculations for the remaining parts:

Amount of profit if sale is Rs. 2,50,000.

Calculate the Contribution from the given sales.
$\text{Contribution} = \text{Sales} \times \text{P/V Ratio}$ $\text{Contribution} = \text{Rs. } 250,000 \times 0.30 = \text{Rs. } 75,000$
Calculate the Profit using the Contribution and Fixed Cost (Rs.
50,000 from previous calculation).
$\text{Profit} = \text{Contribution} - \text{Fixed Cost}$ $\text{Profit} = \text{Rs. } 75,000 - \text{Rs. } 50,000 = \boxed{\text{Rs. } 25,000}$

Sale in rupees when desired profit is Rs. 7,500.

Apply the formula for sales at a desired profit.
$\text{Sales (in Rs.)} = \frac{\text{Fixed Cost} + \text{Desired Profit}}{\text{P/V Ratio}}$ $\text{Sales (in Rs.)} = \frac{\text{Rs. } 50,000 + \text{Rs. } 7,500}{0.30}$ $\text{Sales (in Rs.)} = \frac{\text{Rs. } 57,500}{0.30} = \boxed{\text{Rs. } 191,666.67}$