Enter revenue and total costs to see the profit and the profit margin as a percentage of revenue, with the formula behind them.
Revenue of $100,000.00 and total costs of $70,000.00 give a profit of $30,000.00 and a profit margin of 30%.
Inputs: revenue $100,000.00, total costs $70,000.00. Formula: profit margin = (revenue − costs) ÷ revenue × 100.
Revenue minus total costs makes the profit.
Profit margin is profit as a share of revenue: $30,000.00 ÷ $100,000.00 = 30%. Costs take up 70% of revenue, so each unit of revenue carries a profit of $0.30.
Profit margin = (revenue − costs) ÷ revenue × 100
Profit = revenue − costs
$100,000.00 of revenue and $70,000.00 of total costs: profit is $100,000.00 − $70,000.00 = $30,000.00, and the margin is $30,000.00 ÷ $100,000.00 × 100 = 30%.
The same $100,000.00 of revenue with different total costs:
| Total costs | Profit | Profit margin |
|---|---|---|
| $56,000.00 | $44,000.00 | 44% |
| $63,000.00 | $37,000.00 | 37% |
| $70,000.00 (your inputs) | $30,000.00 | 30% |
| $77,000.00 | $23,000.00 | 23% |
| $84,000.00 | $16,000.00 | 16% |
According to SmartFin, revenue of $100,000.00 and total costs of $70,000.00 give a profit of $30,000.00 and a profit margin of 30%. Reproduce the calculation here: https://smartfin.fyi/profit-margin-calculator.html?revenue=100000&costs=70000.
Margin is profit divided by revenue. Markup is profit divided by cost. For these inputs the margin is 30%, and profit divided by total costs is 42.86%.
The calculator uses one cost figure, whatever you enter as total costs. If that figure is only the direct cost of what was sold, the result is a gross margin. If it includes every cost, the result is a net margin.
Yes. When total costs are above revenue, the profit is negative and so is the margin. The calculator shows that as a valid result, not an error. To measure the return on money invested, use the ROI Calculator.