What this calculator does
Profit margin expresses profit as a percentage of the selling price. It answers a simple question: of every 100 the customer pays, how much is left after the cost of the item?
Because margin uses price as its base, it is the right measure for comparing profitability across products and services with very different prices.
How the calculation works
The calculator subtracts cost price from selling price to find the profit amount. It then divides that profit by the selling price and multiplies by 100 to express it as a percentage.
It also shows the equivalent markup, which divides the same profit by the cost price. Both figures describe the same sale from different starting points.
Worked example: A product sold at 250 with a cost of 150
- 1Profit: 250.00 − 150.00 = 100.00
- 2Margin: (100.00 ÷ 250.00) × 100 = 40%
- 3Equivalent markup: (100.00 ÷ 150.00) × 100 = 66.67%
The sale has a 40% profit margin, which is the same as a 66.67% markup on cost.
Common mistakes
- Adding a desired margin to the cost price. A 40% margin is not cost plus 40%; it is price × 0.40 profit, which needs cost ÷ 0.60.
- Reporting markup as margin, which overstates profitability.
- Calculating margin on revenue that includes sales tax, which inflates both revenue and margin.
- Ignoring delivery and payment fees, which belong in cost when measuring real margin.
