Statistics Calculator
Full descriptive statistics with quartiles, spread and outliers.
Set a selling price from cost plus markup, with the margin shown.
The same percentage means very different money depending on which one is meant.
| Markup | Margin | Price on a cost of 100 |
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Selling price
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The Markup Calculator sets a selling price from a cost plus a markup percentage, and shows the resulting margin alongside. Because markup and margin are quoted interchangeably but mean different things, it converts between them in both directions.
Enter a cost and a markup percentage to get the selling price and the profit. Markup is the percentage added on top of what an item costs you, which is how most cost-plus pricing is described by suppliers and in trade.
Because markup and margin are quoted interchangeably but mean different things, this calculator converts between them in both directions and displays both for every result. A 100 percent markup doubles the price and yields a 50 percent margin; a 50 percent markup gives only a 33.3 percent margin. There is a conversion table for the common values, which is worth a glance before agreeing a price with anyone quoting the other measure.
A 100 percent markup doubles the price and yields a 50 percent margin; a 50 percent markup gives only 33.3 percent.
The common values are tabulated, which is worth a glance before agreeing a price with anyone quoting the other measure.
The actual money made per unit sits next to the percentages.
Markup is the percentage added on top of cost, which is how cost-plus pricing is described in trade.
Adjust the markup and the price, profit and margin all move together.
Type what the item costs you to buy or produce.
Enter the percentage you want to add on top of that cost.
The selling price, profit and the equivalent margin are shown so you can see what the markup really yields.
Divide the profit by the cost, then multiply by 100. An item costing 60 and selling for 90 has a profit of 30, so the markup is 50 percent.
Divide the markup by one plus the markup, both as decimals. A 50 percent markup becomes 0.5 divided by 1.5, which is a 33.3 percent margin.
Yes. Adding 100 percent of the cost to the cost doubles it, which gives a 50 percent margin because half the selling price is profit.
Markup is easier to apply from a cost sheet, but margin is what tells you whether the business is viable, because it relates profit to revenue. Most retailers set prices by markup and report performance by margin.
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