Markup vs margin calculator
The most expensive confusion in pricing: a 50% markup is only a 33% margin. This converts in both directions and shows the markup you actually need for the margin you want.
Results
Margin this really is33.3%
- Price
- $150
- Profit per unit
- $50
Markup needed for target margins
- For 20% margin
- 25%
- For 30% margin
- 42.9%
- For 50% margin
- 100%
Estimate
workingfigures.com/calculators/markup-vs-margin-calculator
The formula
Price = cost × (1 + markup). Margin = markup ÷ (1 + markup). Markup for a target margin = margin ÷ (1 − margin). A 50% margin needs a 100% markup.
What this ignores
Psychological price points, competitor ceilings, and volume effects. It converts percentages; your market decides whether the price survives.
FAQ
- Which should I use to set prices, markup or margin?
- Think in margin (it maps to what you keep), calculate with markup (it maps to how you build the price from cost). The traps appear when a number labeled one is used as the other.
- Why is margin always smaller than markup?
- Same profit, bigger denominator: margin divides by price, markup divides by cost. The gap widens as percentages grow, which is why the confusion is cheap at 10% and expensive at 50%.
- What markup do agencies put on subcontractors?
- Commonly 30-100% on freelancer cost, covering management, revisions, and risk. If you subcontract, our subcontractor guidance in the project price calculator applies the same logic.