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Markup vs margin converter

Markup is profit as a share of cost. Margin is profit as a share of the sell price. The same sale has both, and they are never the same number. Convert either way, or start from a cost and a price.

n/aThat markup as a margin
n/aThat margin as a markup

From cost and price

n/aMarkup
n/aMargin
n/aProfit per unit
n/aPrice for the target margin

The formulas

Margin from markup, with markup as a percentage in B2:

=B2/(1+B2)

Markup from margin, with margin in B2:

=B2/(1-B2)

Price for a target margin, with cost in B2 and margin in C2:

=B2/(1-C2)

The common pricing mistake

To get a 30% margin on a $100.00 cost, many people price at cost x 1.3 = $130.00. That is a 30% markup, and its margin is only 23.1%. The price that gives a 30% margin is $100.00 / 0.70 = $142.86.

Markup to margin table

MarkupMargin
10%9.1%
15%13.0%
20%16.7%
25%20.0%
30%23.1%
40%28.6%
50%33.3%
60%37.5%
75%42.9%
100%50.0%

Margin to markup table

MarginMarkup
10%11.1%
15%17.6%
20%25.0%
25%33.3%
30%42.9%
35%53.8%
40%66.7%
45%81.8%
50%100.0%

Margin when buying and selling off a list price

Trade suppliers often quote a multiplier or discount off a list price, and resellers often sell at a different discount off the same list. The list price then drops out: margin = 1 - (your buy multiplier / your sell multiplier). With the buy multiplier in B2 and the sell multiplier in C2:

=1-B2/C2

Example: you buy at 0.65 x list (a 35% discount) and sell at 0.9 x list. On an $80.00 list item that is a $52.00 cost and a $72.00 price: margin 27.8%, markup 38.5%, the same on every item on that list. If the supplier cuts your discount so the buy multiplier becomes 0.68, margin falls to 24.4% unless your sell multiplier moves too. To hold the margin, the sell multiplier has to become 0.68 / (0.65 / 0.9) = 0.942.

When a supplier raises your cost, both numbers move. The margin impact calculator shows by how much, and what price restores them.

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