60% Margin to Markup: a 60% margin needs a 150% markup

To earn a 60% gross margin you have to mark cost up by 150%. Margin is measured on the selling price, markup on the cost, so the markup is always the larger number.

60% margin = 150% markup

Price any cost at a 60% margin

Selling price
Gross profit
Margin
Markup

Prefilled with this page's numbers. Change either field; results update instantly and nothing is sent anywhere.

The formula

markup = margin ÷ (100 − margin) × 100
60 ÷ 40 × 100 = 150%
price = cost ÷ (1 − 60/100) = cost ÷ 0.4

Picture the $93.75 sale as two slices: $37.50 of cost and $56.25 of profit. Margin asks how big the profit slice is relative to the whole pie, 60%. Markup asks how big it is relative to the cost slice alone, 150%. Same slice, different comparison.

Price table at 60% margin

Each price is the cost divided by 0.4. The markup column stays at 150% on every line; only the amounts scale.

Cost Price at 60% margin Gross profit Markup
$5.00$12.50$7.50150%
$10.00$25.00$15.00150%
$25.00$62.50$37.50150%
$50.00$125.00$75.00150%
$100.00$250.00$150.00150%
$250.00$625.00$375.00150%
$500.00$1,250.00$750.00150%
$1,000.00$2,500.00$1,500.00150%
$2,500.00$6,250.00$3,750.00150%
$10,000.00$25,000.00$15,000.00150%

Margins near 60%

Between 50% and 70% margin the markup needed runs from 100% to 233.3%: it climbs faster than the margin because the cost share of the price keeps shrinking. The multiplier column turns a cost list into prices at that margin in one step.

Margin Markup needed Price multiplier
50%100%
52%108.3%2.0833×
54%117.4%2.1739×
56%127.3%2.2727×
58%138.1%2.381×
60%150%2.5×
62%163.2%2.6316×
64%177.8%2.7778×
66%194.1%2.9412×
68%212.5%3.125×
70%233.3%3.3333×

Worked example

Take a $37.50 item. To keep 60% of the price, divide by 0.4: $93.75. The profit is $56.25, which is 60% of the price and 150% of the cost. Adding 60% to cost instead would have given $60.00, a margin of only 37.5%.

The margin-as-markup trap

Rounding hides the gap on small numbers and exposes it on large ones. On a $37.50 item the difference between a 60% markup and a 60% margin is $33.75 per unit; across a container of stock it is the whole profit.

When a margin target is the right tool

Set prices from a margin target when the business is judged on gross margin: an online store, a wholesaler with published margin bands, or any company preparing accounts for a lender. A 60% margin target converts to a 150% markup for the person entering prices.

If a supplier quotes you a 60% markup, translate it before comparing: that is a 37.5% margin, 22.5 points below the 60% margin this page is about.

Mirror page: what margin a 60% markup produces.

Frequently Asked Questions

Is a 60% margin the same as a 60% markup?

No. A 60% markup only produces a 37.5% margin. To keep 60% of the price you need a 150% markup on cost.

How do I price a whole list to a 60% margin quickly?

Multiply every cost by 2.5 (or divide by 0.4). That is the same as adding 150% and gives a 60% margin on every line.

How much discount can a 60% margin product take?

Up to 60% before selling at cost. A 10% discount on the price cuts the margin to about 55.6%, and every further point of discount removes roughly a point of margin.

← 55% margin Pricing math hub 65% margin →

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