🏷️ Markup Calculator

Calculate retail selling price, dollar profit, and understand the difference between Markup % and Gross Profit Margin %. 100% free pricing tool.

Free No Signup Required Browser-Based
Recommended Retail Selling Price
$70.00
Gross Dollar Profit: +$20.00 per unit
Gross Profit Margin
28.57%
Original Cost
$50.00
Markup Multiplier
1.40x

What Markup Calculator Does

Markup and margin are the two most confused numbers in small business pricing, and confusing them is expensive in a specific direction: it makes you think you are earning more than you are. They describe the same transaction from different ends. Markup is profit as a share of what the item cost you. Margin is profit as a share of what you sold it for.

Because the selling price is always the larger number, margin is always the smaller percentage. A 40% markup is a 28.6% margin. A 100% markup — doubling your cost — is a 50% margin. The gap widens as the numbers grow, which is why "we work on 50%" means very different things to a buyer and an accountant.

The direction that catches people is working backwards. If you need a 40% margin, marking up by 40% will not get you there; you need a 66.7% markup. Setting prices from a margin target using markup arithmetic quietly underprices everything you sell.

This calculator shows both figures for every price so the two never drift apart, along with the profit in currency, which is the number that actually pays the bills.

How to Use Markup Calculator

  1. Enter product cost of goods
  2. Select a retail markup preset (15%, 25%, 40%, 100% Keystone) or enter custom percentage
  3. View recommended selling price, dollar profit per unit, and resulting gross profit margin %

Formula Used by Markup Calculator

Markup and margin from cost

price = cost × (1 + markup); margin = (price − cost) ÷ price; markup needed for a margin = margin ÷ (1 − margin)

markup
profit divided by COST
margin
profit divided by PRICE — always the smaller of the two

Worked example

An item costing $100, marked up 40%.

  1. Price: 100 × 1.40 = $140
  2. Profit: $40
  3. Margin: 40 ÷ 140 = 28.6%

Result: 28.6% margin from a 40% markup. To actually achieve a 40% margin you would need a 66.7% markup: 0.4 ÷ (1 − 0.4).

Markup against margin

The same transaction, two ways of describing it. Margin is always lower.

MarkupPrice on $100 costProfitMargin
20%$120.00$2016.7%
40%$140.00$4028.6%
50%$150.00$5033.3%
66.7%$166.70$66.7040.0%
100%$200.00$10050.0%
150%$250.00$15060.0%

How to Read Your Result

Know which one your industry quotes

Retail generally talks in markup, because buyers work from cost. Finance and accounting talk in margin, because that is what appears on a profit and loss statement. When someone says "we make 50% on it", the answer is worth clarifying — it is either a 33.3% margin or a 100% markup, and those are very different businesses.

You cannot mark up to a margin

This is the error that costs money. Needing a 40% margin and applying a 40% markup leaves you at 28.6%, and no amount of volume fixes a structurally underpriced product. Work from the margin formula when the target is a margin.

Cost means landed cost

The figure you mark up should include everything that got the item into your hands — the unit price, shipping, duties, payment fees, and any packaging. Marking up the invoice price alone and then paying those out of the profit is how a healthy-looking margin turns into a loss.

Limitations & Accuracy Notes

  • Single-item pricing. Blended margins across a range, and loss leaders, need a weighted calculation this does not do.
  • It does not know your overheads. A 30% gross margin is not 30% profit — rent, wages and everything else come out of it.
  • Sales tax and VAT are excluded; those are collected on behalf of the tax authority and are not revenue.
  • No discounting or promotional pricing model, and both erode margin faster than most people expect.
  • Nothing here is accounting advice.

Frequently Asked Questions

What is the difference between Markup and Margin?
Markup is the percentage added to cost to determine selling price: Markup % = (Profit / Cost) × 100. Margin is the percentage of selling price that is profit: Margin % = (Profit / Revenue) × 100.
What is Keystone Pricing?
Keystone pricing is a retail rule-of-thumb that applies a 100% markup (doubling the wholesale cost) to achieve a 50% gross profit margin.
Why did my margin come out lower than the markup I applied?
Because they use different denominators and markup is always the larger number. A 66.7% markup is a 40% margin; a 100% markup is a 50% margin. If you set prices using a markup figure but report on margin, every product will look less profitable than you expected — correctly so.
How do I convert between them?
Margin = markup ÷ (1 + markup), and markup = margin ÷ (1 − margin), both as decimals. A 50% markup is a 33.3% margin; a 50% margin is a 100% markup. The gap widens as the numbers rise, which is why the confusion gets more expensive at higher margins.
What markup should I use?
There is no universal answer — it depends on your costs, category norms and what the market will bear. Working backwards is usually more reliable: decide the margin you need to cover overheads and profit, then convert to the markup that produces it.
Should markup be calculated on landed cost?
Yes. Landed cost includes shipping, duties and handling, not just the supplier invoice. Marking up the invoice price alone quietly consumes margin on every imported item, and the shortfall only appears at year end.
Does a keystone markup still apply?
Keystone — doubling cost, a 100% markup and 50% margin — remains a retail rule of thumb, but it is a starting point rather than a rule. Categories with high turnover often run lower, and those with high service or return rates often need more.
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References & Further Reading

By OnlineToolHubs Team • September 2026