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See why adding a markup to cost does not create the same percentage of profit margin on the final price. Results update automatically as inputs change.
Margin price = cost / (1 - margin). Markup price = cost × (1 + markup).
Compare a cost-plus markup with a true target-margin price before quoting equipment work.
This tool is best for checking pricing language before applying profit. Use the result to decide which selling price produces the profit percentage you intend. Review confusing markup on cost with margin on selling price before relying on the result.
On $1,000 of cost, a 25% margin requires $1,333.33. A 25% markup produces $1,250 and only a 20% margin.
Confirm whether a customer, estimator, or accounting report is using markup or margin language.
| Pricing method | Selling price | Resulting margin |
|---|---|---|
| 10% markup | $1,100.00 | 9.1% |
| 25% markup | $1,250.00 | 20.0% |
| 25% target margin | $1,333.33 | 25.0% |
Markup starts with cost; margin starts with selling price. Confirm which definition the estimate, customer agreement, and accounting report use before comparing percentages. Also verify that the cost base includes labor burden, equipment, materials, mobilization, overhead, and risk allowances; profit applied to an incomplete cost still produces an underpriced job.
Carry the chosen margin into the Equipment Hourly Rate Calculator. For a reusable cost-and-rate review, use the downloadable equipment rate worksheet.
Keep the final scope, assumptions, exclusions, allowances, change triggers, and post-job results with the estimate so future defaults are supported by evidence.
Use the target-margin price when profit must equal the stated percentage of the final selling price. First confirm that job cost includes every direct and allocated cost.
Only an explicit Save stores inputs in this browser's localStorage. Share places inputs in the URL hash. The calculator does not send them to Equipment Rate Calc.
Markup divides profit by cost, while margin divides profit by selling price. The denominators differ, so equal percentages do not produce the same price or profit share.