Skip to content
Cost & margin

Gross margin vs. markup

Also called: margin vs markup · markup

Gross margin is profit divided by selling price. Markup is profit divided by cost. A 3× markup on a $4 plate gives a $12 price and a 67% margin — but a 67% markup gives $6.68. Treating the two as interchangeable is one of the most expensive arithmetic errors on a menu.

Margin

Margin % = (Price − Cost) ÷ Price × 100

Markup

Markup % = (Price − Cost) ÷ Cost × 100

Converting between them

Price = Cost ÷ (1 − target margin)

This is the one to memorise. To hit a 70% margin on a $4.20 plate: 4.20 ÷ 0.30 = $14.00.

Equivalents
Target marginEquivalent markupPrice on a $4.00 plate
60%150%$10.00
65%186%$11.43
70%233%$13.33
72%257%$14.29
75%300%$16.00
80%400%$20.00

Which one should a restaurant use?

Margin. Every other number on a restaurant P&L — food cost percentage, prime cost, labor percentage — is expressed as a share of sales, so working in margin keeps the whole page on one scale. Markup is a purchasing-and-retail convention that mostly creates confusion in a kitchen.

Why does the multiplier rule of thumb work?

"Multiply cost by 3" is a 67% margin, and "multiply by 4" is 75%. They're fine as a sanity check at the whiteboard, and wrong as a pricing policy — they ignore the dish's contribution margin, what the market bears, and where the dish sits on the menu.

Run the numbers

Menu price calculator

Open it free →

The guide that works it through

How to Price a Menu Item: Markup vs. Margin

The formula for pricing a dish from plate cost and target margin, the markup/margin confusion that underprices menus, and the three adjustments before a price goes on the menu.

Related terms

← All 63 terms