Markup Calculator
Selling price from cost and markup or target margin, with the difference between markup and margin explained
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Sets a selling price from a cost and a markup or target margin, and shows the same profit both as a markup and as a margin. Enter any two of cost, price, markup, margin and profit to get the rest.
How to use
- Enter any two of "Cost", "Selling price", "Markup", "Margin" and "Profit"; the rest are worked out. The two fields you typed in last are used.
- Under "Margin left after a discount", enter a "Discount" to see the discounted price and margin, or a "Margin to keep" to see the largest discount allowed.
- For many products, paste a list into "Costs" under "Many products at once", then choose "Apply as", "Rate" and "Price ending".
- Press "Copy table" to paste the prices into a spreadsheet.
How it works
- Profit = price − cost. Markup = profit ÷ cost. Margin = profit ÷ price.
- From a markup, price = cost × (1 + markup). From a target margin, price = cost ÷ (1 − margin).
- The "Markup to margin table" converts markups from 10% to 200% and margins from 5% to 80%.
- The pasted list is saved only in this browser on this device.
Questions and answers
- What is the difference between markup and margin?
- Both divide the same profit, markup by the cost and margin by the price. An item that costs 100 and sells for 150 has a 50% markup and a 33.33% margin, so the markup is always the larger number.
- How do I add a 30% margin to a cost?
- Divide the cost by 0.7: a cost of 70 gives a price of 100. Adding 30% to the cost is a 30% markup, which is a margin of about 23.08%.
- What margin is a 100% markup?
- 50%. When you sell at twice the cost, half of the price is profit.
- How much margin is left after a discount?
- The discount comes straight out of the profit, so the margin falls faster than the discount rate. The largest discount without a loss is equal to the current margin.