Markup Calculator

If a product costs you $40 and you want a 50% markup, you sell it for $60 — a $20 profit per unit. But here is the catch that trips up almost every new seller: that same sale is only a 33.3% margin, not 50%. Markup and margin describe the exact same dollar of profit from two different angles, and confusing them is one of the most expensive mistakes in pricing. This markup calculator shows both numbers side by side so you always know what you are actually keeping.

What markup means

Markup is how much you add to your cost to arrive at a selling price, expressed as a percentage of that cost. It answers the question a buyer-turned-seller asks first: "I paid X — what should I charge?" Because it is anchored to cost, markup is the fastest way to set prices when you know what an item costs you and want a consistent rule across your catalog.

The markup formula

There are two views of the same relationship. To find the markup percentage from a known cost and price:

And to find the selling price from a cost and a target markup:

The profit on each unit is simply Selling price − Cost. Everything else on this page is built from those three lines.

Markup vs. margin: the key difference

This is the distinction that matters most. Markup divides profit by cost; margin divides the same profit by the selling price. Since the selling price is always larger than the cost, the margin percentage is always smaller than the markup. The formula to convert is:

So a 50% markup is 0.50 ÷ 1.50 = 33.3% margin. Going the other way, Markup = Margin ÷ (1 − Margin), so a 40% margin needs a 66.7% markup. If you set prices with markup but report profit in margin (as accountants do), you must translate between the two or you will badly overstate what you keep. If margin is the number you care about most, the dedicated Margin Calculator works directly from revenue and cost, and the Profit Margin Calculator separates gross from net.

Why markup looks bigger than margin

It helps to see why the two numbers diverge. Imagine the same $20 profit on a $40 item that sells for $60. As a markup you compare $20 to the smaller base ($40 cost), so the ratio is large: 50%. As a margin you compare the identical $20 to the larger base ($60 price), so the ratio shrinks to 33.3%. Nothing about the profit changed — only the denominator. This is also why the gap widens as you mark up more aggressively. A modest 10% markup is a 9.1% margin (almost identical), but a 300% markup is only a 75% margin. At low markups the two are close enough to confuse casually; at high markups, treating them as interchangeable can overstate your kept profit by tens of percentage points. That is precisely the trap a busy seller falls into when calculating prices by feel rather than running the numbers.

Typical markup by industry

There is no single “correct” markup — the right number depends on your overhead, turnover and how price-sensitive your customers are. Fast-moving, competitive categories survive on thin markups because volume makes up for it, while slow-turning specialty goods need fat markups to cover the shelf time and risk. These ranges are broad rules of thumb, not targets to copy blindly:

Notice how restaurants and jewelry look wildly profitable in markup terms but far more modest as margins once you convert — and that is before rent, labor and spoilage. Use these as a sanity check, not a recipe: a price that is normal for your competitors and still clears your overhead beats a textbook markup that prices you out of the market.

How to use this calculator

Pick the mode that matches what you already know, then read the result instantly:

1. Choose a mode: "Cost + markup %" if you know your cost and the markup you want to apply, or "Cost + price" if you already have both numbers and want to back out the markup and margin.
2. Enter the cost: what you actually pay for the item — ideally including landed costs like shipping in if you want a true figure.
3. Enter markup or price: type the target markup percentage, or the selling price, depending on the mode.
4. Read the result: the big number is your selling price, followed by profit per unit, the markup %, and the equivalent margin %.
5. Scan the table: the reference table shows the price, profit and margin at several common markups for your exact cost, so you can compare options at a glance.

Who this calculator is for

Anyone setting a price from a cost will find it useful, including:

• Retailers and resellers applying a consistent markup across a product line.
• Etsy, eBay and Amazon sellers checking whether a price covers cost plus fees.
• Freelancers and service providers marking up materials or subcontracted work.
• Restaurants and cafes pricing menu items above food cost.
• Wholesalers and distributors setting trade prices, and students learning the markup-vs-margin distinction.

Key terms explained

• Cost: what you pay to acquire or produce one unit (the cost of goods sold, ideally including freight in).
• Selling price: the price you charge the customer for one unit.
• Profit (gross): selling price minus cost, before overhead and taxes.
• Markup: profit as a percentage of cost.
• Margin (gross margin): profit as a percentage of the selling price.
• Keystone pricing: retail shorthand for a 100% markup — doubling the cost.

Worked example 1: simple markup

You buy phone cases at $8 each and apply a 120% markup. The selling price is $8 × (1 + 1.20) = $17.60, for a $9.60 profit per case. That 120% markup translates to a margin of 1.20 ÷ 2.20 = 54.5% — so just over half of every $17.60 sale is profit before your overhead.

Worked example 2: backing out the markup from a price

A supplier sells you a chair for $120 and you list it at $199. Your profit is $79, so the markup is $79 ÷ $120 = 65.8%, and the margin is $79 ÷ $199 = 39.7%. Use the "Cost + price" mode for exactly this situation — it is the fastest way to audit prices a competitor or supplier has already set.

Worked example 3: hitting a target margin

Suppose your accountant wants a 40% gross margin and your cost is $30. Convert margin to markup first: 0.40 ÷ (1 − 0.40) = 66.7% markup. The selling price is $30 × 1.667 = $50, giving a $20 profit — and $20 ÷ $50 confirms the 40% margin. Pricing to a margin target almost always means doing this conversion, which is why mixing up the two figures is so costly.

Markup-to-margin reference table

This conversion comes up constantly, so it helps to memorize a few anchor points. The same dollar of profit always looks smaller as a margin than as a markup:

Pricing tips that protect your profit

• Build all costs into "cost": include freight, packaging and per-unit payment fees so your markup is real, not optimistic.
• Set prices on margin targets, not markup habits: decide what share of revenue you need to keep, then convert to the markup that delivers it.
• Don't anchor to keystone: doubling cost is a starting point, not a law — thin-margin or high-volume goods often sell for far less.
• Re-check when costs move: a 5% cost increase quietly erodes your margin unless you re-price.
• Compare across the line: use the table to keep high-volume staples competitive while letting specialty items carry richer markups.

How discounts quietly erode your markup

A markdown does not come off your cost — it comes straight off your profit, so its effect on margin is far larger than the discount looks. Take an item that costs $40 and sells for $60 (a 50% markup, $20 profit). Knock 20% off the price and you are now selling at $48. Your cost is still $40, so the profit collapses from $20 to $8 — a 60% drop in profit from a 20% price cut. To recover that lost profit you would have to sell many more units, which is exactly why “just run a sale” can be more dangerous than it feels. Before you advertise a percentage off, run the new price through the Discount Calculator and then check the surviving markup here. The deeper your original margin, the more discounting room you have; thin-margin goods can go underwater on even a small promotion.

Markup, sales tax and the price the customer pays

Markup is calculated on the pre-tax price. Sales tax is added on top of your selling price at checkout, collected from the customer, and remitted to the state — it never touches your profit and should never be folded into your markup. If you sell that $60 item in a 7% tax jurisdiction, the customer pays $64.20, but your markup, profit and margin are all still measured against the $60. Mixing the two is a common bookkeeping error that makes a business look more profitable than it is. To work out the tax a buyer adds at the register, use the Sales Tax Calculator; keep that figure completely separate from the markup math on this page.

From markup to break-even

Markup sets the profit on each unit, but it does not tell you when the business as a whole turns a profit — that is what break-even answers. Your per-unit profit (price minus cost, the same number this calculator shows) is your contribution toward fixed costs like rent and salaries. Divide your total fixed costs by that per-unit profit and you get the number of units you must sell before you start making money. A higher markup means each sale contributes more, so you reach break-even sooner; a thin markup means you need volume. To turn your markup into a sales target, feed the per-unit profit into the Break-Even Calculator.

Related concepts

Markup is one piece of a bigger pricing and profitability picture. A few neighbors worth knowing:

• Gross vs. net margin: gross margin uses cost of goods only; net margin also subtracts operating expenses, taxes and interest.
• Break-even: the unit volume at which total margin covers your fixed costs — markup feeds directly into it.
• Contribution margin: price minus variable cost per unit, used to decide which products to push.
• Discounting: a markdown eats margin fast because it comes straight off the profit, not the cost.
• Cost of goods sold (COGS): the direct cost of the units you sold in a period — the “cost” that markup is built on.

Limitations and assumptions

This is a planning tool, not an accounting system. Keep these in mind:

• It calculates a single unit at a time and assumes the cost you enter is complete.
• It does not subtract overhead, payroll, rent or taxes — the "profit" shown is gross, before those.
• It does not model sales tax collected from customers, which passes through to the government and is not your profit.
• Results are estimates to guide pricing decisions, not a guarantee of profitability at any given sales volume.

How it compares to related calculators

This page answers “what price and profit do I get from a cost and a markup?” If your question is slightly different, a sister tool fits better:

• To work straight from revenue and cost to a margin, use the Margin Calculator.
• To split gross profit from net profit, use the Profit Margin Calculator.
• To find the sale price and amount saved on a markdown, use the Discount Calculator.
• To add or remove the tax a customer pays at checkout, use the Sales Tax Calculator.
• To turn per-unit profit into a sales target, use the Break-Even Calculator.

Sources

• U.S. Small Business Administration (SBA) — Manage your finances: pricing and profit basics.
• Internal Revenue Service (IRS) — Publication 334, Tax Guide for Small Business (cost of goods sold).