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Markup vs margin for bakers

Both describe the same profit. Markup divides it by your cost, margin divides it by your price. A cookie that costs $1.00 and sells for $1.50 has a 50% markup and a 33.3% margin. Mixing the two up is an easy way to end up with less profit than you planned.

The two formulas

  • Markup = (price − cost) ÷ cost. To price from it: price = cost × (1 + markup).
  • Margin = (price − cost) ÷ price. To price from it: price = cost ÷ (1 − margin).

Converting: markup = margin ÷ (1 − margin), and margin = markup ÷ (1 + markup). A margin can never reach 100%, because that would mean the item cost nothing. A markup has no ceiling.

Conversion table

The multiplier is what you multiply your cost by to get the price. "Charge three times your cost" is a 66.7% margin, or a 200% markup.

MarginMarkupPrice = cost ×Item costing $1.00 sells for
20%25%1.25$1.25
25%33.3%1.33$1.33
30%42.9%1.43$1.43
33.3%50%1.50$1.50
40%66.7%1.67$1.67
50%100%2.00$2.00
60%150%2.50$2.50
66.7%200%3.00$3.00
75%300%4.00$4.00

Where it goes wrong: a cookie example

The cookie batch on this site costs $0.73 per cookie with ingredients, a bag, 45 minutes of work at an example $15 an hour and 10% overhead. Say you want to keep 40% of every sale.

Adding 40% to the cost gives $1.02. That is a 40% markup, and its margin is only 28.6%. Dividing by 0.6 instead gives $1.21, the price that keeps 40%. On a 36-cookie batch the gap is $6.84.

Either number works for planning as long as the formula matches it. The calculator takes a margin and prints the matching markup next to the price, so you can check both.

Which one to use

Margin is easier to reason about when you look back at a market day: a 40% margin on $300 of sales means $120 stayed with you after costs. Markup is quicker at the oven with a pencil: cost times 1.5. Pick one, write it on your cost sheet, and use the matching formula every time.

Either only works on a full cost. A margin on ingredients alone leaves out your time and packaging, which in the cookie example are more than half the cost per item. The sourdough example shows a case where flour is about a tenth of the cost.

One big item shows the gap in dollars: the pumpkin pie page prices a 9 inch pie at a 40% margin and at a 40% markup.

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