Convert markup to margin before you quote
Markup measures profit against production cost. Margin measures profit against the selling price. The dollar profit is the same in both calculations. The percentage changes because the denominator changes. When a print shop quotes with a percentage, name the basis so the operator and the owner can reproduce the result.
| Markup on cost | Selling price | Profit | Margin on price |
|---|---|---|---|
| 20% | $120.00 | $20.00 | 16.67% |
| 25% | $125.00 | $25.00 | 20.00% |
| 40% | $140.00 | $40.00 | 28.57% |
| 50% | $150.00 | $50.00 | 33.33% |
| 75% | $175.00 | $75.00 | 42.86% |
| 100% | $200.00 | $100.00 | 50.00% |
The two pricing formulas
To price from markup, multiply production cost by one plus the markup fraction. For a 50% markup, multiply by 1.50. To price from a margin target, divide production cost by one minus the margin fraction. For a 40% margin, divide by 0.60. Both formulas assume you have accounted for the production costs that should be recovered by this sale.
To convert a markup percentage directly, express it as a fraction and divide it by one plus itself. A 50% markup is 0.50 divided by 1.50, or approximately 33.33%. To convert a margin, divide its fraction by one minus that fraction. A 40% margin equates to 0.40 divided by 0.60, or about 66.67% markup.
Worked example with a $65 print cost
A shop estimates $65 to produce a short print job. Applying a 50% markup gives a $97.50 selling price and a $32.50 gross profit based on the costs entered. Dividing profit by cost gives 50%. Dividing the same profit by the price gives about 33.33%.
If the owner actually wants a 50% gross margin, divide $65 by 0.50. The selling price needs to be $130. Gross profit is $65, which is half of the selling price and equal to the original cost. That is a 100% markup. The difference between the $97.50 and $130 quotes comes entirely from the percentage definition.
Common print pricing mistakes
Agree on the treatment of paper, click charges, setup, finishing, outsourced work, and allocated overhead before comparing job margins. A high margin on an estimate can fall after extra time or spoilage increases the actual costs. Use completed jobs to review what the shop really earned. This also makes the numbers useful when a sales discount changes the revenue but leaves the production cost the same.
The conversion calculator displays selling prices rounded for readability. When you need to hit a strict margin after cent rounding, round your customer quote up to the next cent where necessary. Once the quote includes a discount or a percentage-based fee, recalculate using the actual expected selling price and the costs that apply to that offer.
Store the production cost and quoted selling price together. If you later run a promotion, compare the margin on the discounted price with the original estimate. A $150 quote based on a $100 cost carries a one-third margin. Taking $15 off brings the price to $135 and the margin to about 25.93%, even though the original shop estimate has stayed the same.
Frequently asked questions
Is 100% markup possible?
Yes. Doubling cost is a 100% markup and produces a 50% margin before any omitted expenses.
Why can’t I enter 100% margin?
At a positive production cost, part of the selling price has to cover cost. A 100% target leaves zero revenue for it.
What if I sell at cost?
With a positive cost and a selling price equal to that cost, profit, markup and margin are all zero.
Does this chart include taxes?
The chart is an example based on job cost and selling price. Keep amounts collected for remittance separate when comparing the production economics.