Example 1
150 minus 90 -> 60.00 profit.
Type price and cost. The calculator subtracts and leaves cash per unit. 100 and 80 give 20. Those same 20 at a 25% markup on 80 make 100, and the margin on that 100 is only 20%.
Percent of price: margin. Percent of cost: markup. Unit threshold: break-even.
Enter a value. The result shows up here.
Gross profit per unit is price minus cost. 100 and 80 give 20. 150 and 90 give 60. 100 and 70 give 30. 80 and 80 give 0. If cost is higher, the result is negative: 50 and 70 is a 20 loss per unit, not a form error.
What remains is money: price minus cost. The same 20 at a 100 price is 20% margin. At a cost of 80 it is 25% markup. That is the “25% on 80” mix-up: markup makes a 100 price and 20 in your pocket, while a 25% margin at 80 already needs about 26.67 per unit and a 106.67 price. Here you stay with the cash amount.
Both amounts must be non-negative. Zero price at cost 80 is an 80 loss. Zero cost at 100 is 100 profit. Quantity scales revenue, cost, and profit. Ten units at 100 and 80 are 200 in total, still 20 per unit.
Optional tax is a flat percent of profit, or of batch profit when quantity is set. 19% of 20 leaves 16.20. That is not a full corporate-tax table. Empty tax hides that row.
The result uses the currency of the price. 20 stays 20. A comma in 99.90 works. Skip thousand spaces.
Margin and markup take the same pair and divide. Break-even divides fixed costs by these 20 per unit. Price from margin and price from markup set a list price; here you only subtract.
profit = price − cost
Both amounts ≥ 0. Optional tax: profit × (1 − rate/100). This is not margin % and not mark-up %.
Profit = price − cost. 100 and 80 give 20. That is 20% margin on price and 25% markup on 80.
150 minus 90 -> 60.00 profit.
100 minus 70 -> 30.00 per unit.
200 minus 100 -> 100.00 profit.
80 minus 80 -> 0.00, no profit.
50 minus 40 -> 10.00 per unit.
120 minus 90 -> 30.00 per unit.
250 minus 200 -> 50.00 profit.
20 per unit. 150 and 90 give 60. 100 and 70 give 30. 80 and 80 give 0.
No. 20 / 100 is 20% margin. 20 / 80 is 25% markup. The cash is the same; the percent depends on the denominator.
About 26.67 per unit and a 106.67 price. The 20 cash at 80 is a 25% markup, not a 25% margin.
The result is −20. That is a loss per unit. You cannot type negative amounts, but a higher cost will run.
Revenue 1000, cost 800, profit 200. Per unit still 20.
20 × (1 − 0.19) = 16.20. That is one flat percent, not a corporate-tax table.
No, if both amounts are in the same currency. 20 stays 20.
Yes. 99.90 minus 80 is 19.90. Skip thousand spaces.
On the margin page. 100 and 80 give 20%. Markup from that pair is 25%.
No. It is price minus unit cost. Fixed costs, VAT, and tax with reliefs sit outside this subtract, except the optional flat percent.
Gross profit is (price − cost) × quantity. This is not a company earnings print.
Page updated in 2026.