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Numerical Analysis in Accounting
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Numerical Analysis in Accounting

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Questions and Answers

How do you calculate the P/V Ratio from the given sales and profit figures for 2021 and 2022?

The P/V Ratio is calculated by dividing the profit by the sales for a given period. For 2021, P/V Ratio = ₹1,70,000 / ₹1,50,000 = 1.1333 (113.33%). For 2022, P/V Ratio = ₹25,000 / ₹20,000 = 1.25 (125%).

What is the Break-Even Point (B.E.P) for the company if the fixed costs are derived from the profit figures provided?

The B.E.P can be found by using the formula B.E.P = Fixed Costs / P/V Ratio. Assuming fixed costs are ₹1,70,000 for 2021, B.E.P = ₹1,70,000 / 1.1333 = ₹1,50,000.

What are the sales required to earn a profit of ₹40,000 given the calculated P/V Ratio?

Using the formula Required Sales = (Fixed Costs + Desired Profit) / P/V Ratio, Required Sales = (₹1,70,000 + ₹40,000) / 1.1333 = ₹1,86,125.

If the sales are ₹2,50,000, what will be the profit based on the company's profit margin?

<p>Profit when sales are ₹2,50,000 = Sales - Variable Costs; using the P/V ratio: Profit = 1.25 * ₹2,50,000 - Fixed Costs = ₹1,56,250.</p> Signup and view all the answers

How do you calculate the Margin of Safety at a profit of ₹50,000?

<p>Margin of Safety = Actual Sales - B.E.P Sales; assuming actual sales = total sales used in previous calculations, Margin of Safety = ₹2,50,000 - ₹1,50,000 = ₹1,00,000.</p> Signup and view all the answers

Study Notes

Company Financial Analysis

  • Yearly data reveals significant sales and profit differences between 2021 and 2022.
  • 2021 sales amount to ₹1,50,000, with a profit of ₹1,70,000.
  • 2022 shows a decline in sales at ₹20,000, with a profit of ₹25,000.

Key Financial Calculations

  • P/V Ratio (Profit/Volume Ratio) helps in assessing the contribution margin relative to sales.
  • Break-Even Point (B.E.P) indicates the sales level at which total revenues equal total costs, resulting in no profit or loss.
  • Sales for Target Profit computes how much revenue is required to achieve a specified profit, in this case, ₹40,000.
  • Profit Estimation when sales reach ₹2,50,000 involves calculating the expected profits based on given costs and sales data.
  • Margin of Safety quantifies the extent to which sales can drop before reaching the break-even point, noted at a profit of ₹50,000.
  • Variable Costs for both periods need determination to analyze cost behavior relative to sales changes.

B Ltd. Company Situation

  • B Ltd. faces stagnant sales at ₹40,000 annually, indicating a challenging business environment.
  • The factory machinery used for production is specialized and is not repurposable for other products or industries.
  • Estimated operational lifespan of the factory is 5 years, limiting potential future benefits and investment recovery.
  • Fixed costs of production per annum are crucial for understanding the financial commitments with consistent low sales.

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Description

This quiz focuses on comprehensive numerical questions related to accounting and financial analysis. Participants will calculate key financial metrics such as P/V Ratio, Break-Even Point, required sales for profit, and more using provided data from a company's sales and profit over two years.

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