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This lesson covers AQA A-Level Business topic 3.5.2 — analysing financial performance using profitability ratios. You will learn how to calculate and interpret gross profit margin, operating profit margin, and profit for the year margin (net profit margin). These ratios are essential tools for assessing how effectively a business converts revenue into profit.
Raw profit figures alone can be misleading. A business making £1 million profit sounds impressive — but what if its revenue is £100 million? That is only a 1% profit margin. Ratios express profit as a percentage of revenue, enabling:
Formula: Gross Profit Margin (%) = (Gross Profit / Revenue) x 100
Where: Gross Profit = Revenue - Cost of Sales
The gross profit margin measures the percentage of revenue remaining after the direct costs of producing goods or services (cost of sales) have been deducted. It reflects the efficiency of the production process and the pricing strategy.
| Year 1 (£) | Year 2 (£) | |
|---|---|---|
| Revenue | 500,000 | 600,000 |
| Cost of sales | 300,000 | 390,000 |
| Gross profit | 200,000 | 210,000 |
Year 1 GPM = (200,000 / 500,000) x 100 = 40.0% Year 2 GPM = (210,000 / 600,000) x 100 = 35.0%
Interpretation: Although gross profit has increased in absolute terms (from £200,000 to £210,000), the gross profit margin has fallen from 40% to 35%. This means the business is keeping less of every £1 of revenue after paying for its goods. Possible reasons include:
Formula: Operating Profit Margin (%) = (Operating Profit / Revenue) x 100
Where: Operating Profit = Gross Profit - Operating Expenses
Operating expenses (also called overheads) include rent, salaries, marketing costs, administrative costs, depreciation, and other day-to-day running costs. The operating profit margin shows how much profit remains after all operating costs are deducted — but before interest and tax.
| Year 1 (£) | Year 2 (£) | |
|---|---|---|
| Revenue | 500,000 | 600,000 |
| Gross profit | 200,000 | 210,000 |
| Operating expenses | 120,000 | 150,000 |
| Operating profit | 80,000 | 60,000 |
Year 1 OPM = (80,000 / 500,000) x 100 = 16.0% Year 2 OPM = (60,000 / 600,000) x 100 = 10.0%
Interpretation: The operating profit margin has fallen sharply from 16% to 10%. Operating expenses have risen by £30,000 (25%) while revenue has risen by only £100,000 (20%). The business is spending proportionally more on overheads — perhaps due to increased marketing costs, higher rent, or additional staff. This is a concern because operating profit margin reflects the overall operational efficiency of the business.
Formula: Profit for the Year Margin (%) = (Profit for the Year / Revenue) x 100
Where: Profit for the Year = Operating Profit - Interest - Tax
This is the "bottom line" margin. It shows the percentage of revenue that ultimately flows through to shareholders as profit after all costs, interest charges, and tax have been deducted.
| Year 1 (£) | Year 2 (£) | |
|---|---|---|
| Revenue | 500,000 | 600,000 |
| Operating profit | 80,000 | 60,000 |
| Interest payable | 5,000 | 15,000 |
| Tax | 18,750 | 11,250 |
| Profit for the year | 56,250 | 33,750 |
Year 1 NPFYM = (56,250 / 500,000) x 100 = 11.25% Year 2 NPFYM = (33,750 / 600,000) x 100 = 5.625%
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