Set a price by adding a markup percentage to your cost. Markup is profit as a percentage of cost.
How the Markup Calculator works
This calculator turns a cost and a markup percentage into a selling price, then shows the profit and the true margin that markup actually produces. Markup is profit measured as a percent of cost — the amount you add on top of what you paid to set your price. That cost denominator is the single thing that separates markup from margin, which divides the same profit by price.The engine uses three formulas:
- Selling price = cost × (1 + markup% ÷ 100)
- Profit per unit = selling price − cost
- Markup% = (profit ÷ cost) × 100
The variables are: cost (what you pay per unit, including landed/freight cost if you add it), markup% (the percentage you add on top of cost), selling price (what the customer pays), and profit (price minus cost, before overhead).
Step by step, the tool: (1) reads your cost and markup percentage; (2) converts the percentage to a decimal multiplier (e.g. 50% becomes 0.50); (3) multiplies cost by (1 + that decimal) to get the selling price; (4) subtracts cost from price to get dollar profit per unit; and (5) recomputes the resulting margin as profit ÷ price, because markup and margin are never the same number. Enter any two known values and it solves for the rest — give it cost and price and it back-solves the markup percentage.
Edge cases it handles: a 0% markup returns a price equal to cost (break-even on the unit); markups above 100% are valid (a 200% markup triples your price, from $1 of cost to $3 of price); and it never lets margin reach 100%, since margin can only approach but never equal 100% while cost is above zero. If you enter a price below cost, it reports a negative markup — you are selling at a loss. Round selling prices to your real price points only after the math, not before.
]]>Example calculation
Here are three worked examples at different cost levels and markup rates, each recomputed exactly, and each ending with the margin the markup really delivers.Example 1 — standard 50% markup. A unit costs you $40.00 and you apply a 50% markup. Selling price = $40.00 × (1 + 0.50) = $60.00. Profit per unit = $60.00 − $40.00 = $20.00. Now the trap: that $20.00 profit on a $60.00 price is a margin of $20.00 ÷ $60.00 = 33.3%, not 50%. A 50% markup is only a 33.3% margin — the most expensive misunderstanding in pricing.
Example 2 — keystone (100%) markup. An apparel item costs $18.00 and you double it (the classic keystone). Selling price = $18.00 × (1 + 1.00) = $36.00. Profit = $36.00 − $18.00 = $18.00. Margin = $18.00 ÷ $36.00 = 50.0%. Keystone is the one clean case where the profit equals the cost, so markup (100%) is exactly double the margin (50%).
Example 3 — big-ticket, thin markup. An electronics item costs $250.00 with a 35% markup. Selling price = $250.00 × 1.35 = $337.50. Profit = $337.50 − $250.00 = $87.50. Margin = $87.50 ÷ $337.50 = 25.9%. Expensive items often carry lower markups because volume and competition compress them.
| Scenario | Cost | Markup % | Selling price | Profit/unit | Actual margin |
|---|---|---|---|---|---|
| Standard retail | $40.00 | 50% | $60.00 | $20.00 | 33.3% |
| Keystone apparel | $18.00 | 100% | $36.00 | $18.00 | 50.0% |
| Big-ticket electronics | $250.00 | 35% | $337.50 | $87.50 | 25.9% |
The pattern to remember: in every row the margin is smaller than the markup, and the gap widens as markup climbs (17 points apart at 50% markup, 50 points apart at 100%). To check the same dollars from a price-based view, run the figures through the profit margin calculator.
]]>Tips for using the Markup Calculator
- Memorize the four anchor pairs: 25% markup = 20% margin, 50% markup = 33% margin, 100% markup = 50% margin, 200% markup = 67% margin. They let you sanity-check any quote in your head and catch a markup-as-margin error on the spot.
- To hit a target margin, never use that number as your markup. Convert it: markup = margin / (1 - margin). A 40% target margin needs a 66.7% markup, not 40% (which would land you at only a 28.6% margin).
- Always mark up your full landed cost, not just the invoice price. Add freight, duty, inbound shipping, and payment-processing fees to cost before applying markup, or your real margin will come in lower than the screen says.
- Markup is not take-home profit. The dollars your markup adds must absorb rent, payroll, returns, and shrinkage before anything is left over, so a 50% markup rarely leaves anything close to 50% in your pocket.
- Use keystone (100% markup) as a floor for physical retail, not a ceiling. It only yields a 50% margin, which many stores need just to cover overhead before profit begins.
- When a vendor quotes you a margin and you think in markup (or vice versa), restate it in one metric before agreeing. A 40% markup and a 40% margin describe completely different prices, and people exploit that confusion in negotiations.
- Set markup by category, not store-wide. Fast-moving staples can carry low markups while slow accessories and impulse items carry high ones; a blended store-wide rate hides which products actually pay the bills.
- Back-solve markup from a competitor's price: markup% = (their price - your cost) / your cost x 100. It tells you exactly how much room you have before you are underpriced.
- Re-run your markup whenever cost rises. Holding a fixed dollar price while cost climbs silently shrinks both markup and margin, so reprice off the new cost rather than the old habit.
- Round to a real price point after the math, then recompute the margin on the rounded price. Pricing $337.50 at $339.99 nudges your margin up slightly; pricing it at $329.99 quietly drops it.
Markup vs margin: the one difference that costs businesses money
Markup is profit as a percent of cost; margin is profit as a percent of price — same dollars, two different denominators. This is the single most expensive confusion in small-business pricing, and it is the reason this tool exists separately from a margin tool. Mark up a $40 item by 50% and you sell at $60 with $20 profit. That $20 is 50% of the $40 cost (the markup) but only 33.3% of the $60 price (the margin). People who think they are earning a 50% margin are actually earning 33.3%, and they discover the gap only when the profit-and-loss statement disappoints.
| Markup % | Equals margin % | Multiplier on cost |
|---|---|---|
| 15% | 13.0% | 1.15x |
| 25% | 20.0% | 1.25x |
| 50% | 33.3% | 1.50x |
| 75% | 42.9% | 1.75x |
| 100% (keystone) | 50.0% | 2.00x |
| 200% | 66.7% | 3.00x |
The margin is always lower than the markup, and the gap grows as markup rises. Markup also has no ceiling (price can climb forever), while margin can only approach but never reach 100% as long as cost is above zero. To read the same dollars from the price side, compare with the profit margin calculator.
How to convert markup to margin and back
Use markup ÷ (1 + markup) to get margin, and margin ÷ (1 − margin) to get markup. Both formulas take decimals (50% = 0.50). To turn a 50% markup into a margin: 0.50 ÷ 1.50 = 0.333, or 33.3%. To find the markup that delivers a 40% margin: 0.40 ÷ (1 − 0.40) = 0.40 ÷ 0.60 = 0.667, or 66.7%. This second direction is the one that saves you money: when you have a margin target, you must convert it to a markup before you can apply it to cost. Pricing a 40%-margin goal as a flat 40% markup yields only a 28.6% margin — more than 11 points short of your goal on every single sale. The conversion is the whole job of this calculator: it takes the cost-based markup you can actually apply at the register and tells you the price-based margin your accountant will judge.
How to do markup math by hand and in Excel
The literal spreadsheet formulas are short, and you only need a handful. Put cost in cell A2 and markup percent (as a decimal) in B2.
- Selling price:
=A2*(1+B2) - Profit per unit:
=A2*B2(or=price-A2) - Markup from a known price (price in C2):
=(C2-A2)/A2 - Convert that markup to margin:
=B2/(1+B2) - Convert a target margin back to markup (target in D2):
=D2/(1-D2)
Format the percentage cells as Percentage and the price cells as Currency so the sheet reads in real dollars. By hand: multiply cost by (1 + markup), subtract cost for profit, then divide profit by price to reveal the true margin — that last division is the step most people skip, and it is exactly where the markup-vs-margin error hides. For figuring how many units that profit must sell to cover your fixed costs, pair this with the break-even calculator.
Typical markups by industry: is yours reasonable?
Markups vary widely by category, so benchmark against your own industry, not a single rule. These are common reference ranges, not guarantees — your costs and competition decide the right number. The margin column is computed from each markup, because the markup alone never tells you whether you are profitable.
| Category | Typical markup range | Roughly equals margin |
|---|---|---|
| Grocery / staples | 10% - 25% | 9% - 20% |
| Restaurants (on food cost) | ~186% - 257% | 65% - 72% |
| General retail (keystone) | ~100% | ~50% |
| Apparel / accessories | 100% - 250% | 50% - 71% |
| Electronics / big-ticket | 5% - 35% | 5% - 26% |
| Jewelry | 100% - 300% | 50% - 75% |
Restaurants are the clearest illustration of why markup and margin must be stated separately: a 28% food cost is a 72% margin but a 257% markup on ingredients, while a 35% food cost is a 65% margin but a 186% markup. If your markup sits well below your category you may be underpricing; well above, and you may be losing on volume. The real test is whether the resulting margin covers overhead with profit left over, which the margin tool makes explicit.
Common mistakes when setting markup
The costly errors are nearly all about confusing markup with margin or marking up the wrong cost base.
- Applying a margin target as a markup. Wanting a 30% margin and adding a 30% markup gives only a 23.1% margin — convert first (a 30% margin needs a 42.9% markup).
- Marking up invoice cost instead of landed cost. Leaving out freight, duty, and processing fees inflates the markup you think you have and quietly shrinks your real margin.
- Treating markup as take-home profit. Markup pays rent, wages, and returns before any profit survives.
- Using one store-wide markup. A blended rate hides which products earn and which lose money.
- Forgetting to reprice when cost rises. Hold the price, raise the cost, and your markup quietly erodes off the old base.
- Marking down off the marked-up price without re-checking margin. A discount eats margin faster than it eats markup; confirm the new number with the discount calculator before you run a sale.
Keystone pricing and advanced markup uses
Keystone pricing means a 100% markup — doubling cost — and it produces exactly a 50% margin. It became the retail default because it is fast to compute and historically left enough room for overhead and profit. Today it works as a starting point, not a law: thin-margin categories like grocery cannot sustain it, while impulse and specialty goods routinely exceed it. Advanced operators use tiered markup — high markup on slow-moving, high-touch items and low markup on fast staples that drive traffic — so the blended result hits a target overall margin. Others price to a competitor's shelf and back-solve their own markup (markup% = (their price - your cost) / your cost) to see how much room they have. Whatever method you choose, the discipline is identical: set the markup, then immediately read the margin it creates, because the margin is what your accountant and your bank will judge. For larger purchasing or financing decisions tied to inventory, the business loan calculator helps you weigh the cost of the capital against the margin it funds.
Tax and regional notes on markup
Markup is computed on your pre-tax cost, and sales tax sits on top of the selling price, not inside your markup. In the US, sales tax is added at checkout and collected on behalf of the state — it is not your revenue and should never be folded into your markup math. Mark up your true cost, set the price, and let the register add the tax separately; see the sales tax calculator for that step. If you import goods, fold duty and freight into cost before marking up, since those are real per-unit costs that belong in the denominator of your markup. Outside the US, value-added tax (VAT) is usually shown inside the displayed price, which changes how you present the number but not how you compute markup on cost — the markup is still profit over your landed, pre-tax cost.
Markup-to-price and markup-to-margin quick reference
Markup adds profit on top of cost, so a 50% markup always equals a smaller 33.3% margin — never assume the two percentages match. The first table shows the selling price, profit, and resulting margin for common costs and markups; the second converts popular markup rates into their true margin so you can price to a profit target. Every figure is computed as price = cost x (1 + markup), profit = price - cost, and margin = profit / price.
| Cost | Markup | Selling price | Profit | True margin |
|---|---|---|---|---|
| $10.00 | 20% | $12.00 | $2.00 | 16.7% |
| $10.00 | 50% | $15.00 | $5.00 | 33.3% |
| $10.00 | 100% | $20.00 | $10.00 | 50.0% |
| $50.00 | 20% | $60.00 | $10.00 | 16.7% |
| $50.00 | 50% | $75.00 | $25.00 | 33.3% |
| $50.00 | 100% | $100.00 | $50.00 | 50.0% |
| $100.00 | 40% | $140.00 | $40.00 | 28.6% |
| $100.00 | 100% | $200.00 | $100.00 | 50.0% |
Markup-to-margin conversions (margin = markup / (1 + markup)):
| Markup | Equals margin |
|---|---|
| 15% | 13.0% |
| 25% | 20.0% |
| 40% | 28.6% |
| 50% | 33.3% |
| 75% | 42.9% |
| 100% (keystone) | 50.0% |
| 150% | 60.0% |
| 200% | 66.7% |
Related on this site
Profit Margin Calculator · Break-Even Calculator · Discount Calculator · Sales Tax Calculator · ROI Calculator · Business Loan Calculator
For a related deep dive, see SBA managing business finances.
Markup Calculator — frequently asked questions
- Markup vs margin?
- Markup is profit ÷ cost; margin is profit ÷ selling price. They are not the same percentage.
- Typical markup?
- Varies hugely by industry — retail often 50–100%, restaurants higher on some items.
- Markup vs margin?
- Markup is profit ÷ cost; margin is profit ÷ selling price.
- What markup should I use?
- It varies widely — retail often 50–100%, services higher.
- Is a 50% markup the same as a 50% margin?
- <strong>No - a 50% markup is only a 33.3% margin, because markup is profit divided by cost while margin is profit divided by the selling price.</strong> Take a $50 item sold for $75: the $25 profit is 50% of the $50 cost (markup) but 33.3% of the $75 price (margin). Same dollar profit, two different denominators. Confusing the two means you charge less than you think. Convert exactly with our <a href="/profit-margin-calculator/">Profit Margin Calculator</a>.
- How do I convert a markup percentage into a margin percentage?
- <strong>Divide markup by (1 + markup) to get margin: margin = markup / (1 + markup).</strong> A 25% markup becomes 0.25 / 1.25 = 20% margin. A 60% markup becomes 0.60 / 1.60 = 37.5% margin. A 100% (keystone) markup becomes 1.00 / 2.00 = 50% margin. Margin is always the smaller number because price is always larger than cost. Going the other way, markup = margin / (1 - margin).
- What markup do I need to hit a 30% profit margin?
- <strong>You need about a 42.9% markup to earn a 30% margin, using markup = margin / (1 - margin) = 0.30 / 0.70.</strong> On a $35 cost, a 42.9% markup gives a $50.00 price and $15.00 profit - and $15 is exactly 30% of $50. If you mistakenly added a flat 30% markup instead, you would price at $45.50 and earn only a 23.1% margin, losing about $4.50 of profit per unit.
- What is keystone markup and what margin does it give?
- <strong>Keystone is a 100% markup - you double the cost - which equals a 50% margin.</strong> A product costing $18 is priced at $36; a $150 cost becomes $300. Profit equals cost, so the $18 profit is 100% of cost but only 50% of the $36 price. Keystone is a common retail starting point, but treat it as a floor, not a rule: many items need a higher markup to cover overhead, returns, and discounts.
- How do I calculate markup percentage from a cost and selling price?
- <strong>Markup % = (selling price - cost) / cost x 100.</strong> If an item costs $60 and sells for $90, markup is ($90 - $60) / $60 = 50%. If it costs $8 and sells for $20, markup is $12 / $8 = 150%. Notice the same $90/$60 deal is a 33.3% margin (profit / price), so always state which metric you mean before comparing prices with a supplier or partner.
- What selling price gives a 50% margin on a $25 cost?
- <strong>$50.00 - to get a 50% margin you price at cost / (1 - 0.50), which is $25 / 0.50.</strong> That requires a 100% markup (doubling cost), so the $25 profit is half the $50 price. A frequent error is adding a 50% markup instead, which prices the item at $37.50 and yields only a 33.3% margin. Whenever you target a margin, divide cost by (1 - margin); never just add the same percent as markup.
- How do I add markup in Excel or Google Sheets?
- <strong>Use =cost*(1+markup) for the price and =price-cost for profit, with markup entered as a decimal or a percent-formatted cell.</strong> For a $40 cost in A1 and 75% markup in B1, =A1*(1+B1) returns $70.00 and profit is $30.00. To turn that markup into margin in one cell, use =1-1/(1+B1), which returns 42.9%. To find markup from a known price, use =(price-cost)/cost. Format the result cells as currency or percent.
- How do I price a product by hand using markup?
- <strong>Multiply your total cost by (1 + markup as a decimal); the result is your selling price.</strong> For a $12 item at 50% markup: $12 x 1.50 = $18.00, a $6.00 profit. Include landed cost - shipping, duties, and packaging - not just the invoice price, or your real margin shrinks. After pricing, divide profit by price to check the margin and confirm it covers overhead. Our <a href="/break-even-calculator/">Break-Even Calculator</a> shows how many units that margin must sell.
- What is a typical markup in the restaurant industry?
- <strong>Restaurants commonly target a food cost around 28-35% of the menu price, which works out to roughly a 186-257% markup on ingredients.</strong> A 28% food cost is a 72% margin, and converting 72% margin to markup gives 0.72 / 0.28 = about 257%; a 35% food cost (65% margin) is about a 186% markup. Beverages run far higher. These are general benchmarks, not your numbers - labor, rent, and waste vary by location, so always price from your own costs.
- Why is markup always a bigger percentage than margin?
- <strong>Because markup divides profit by the smaller number (cost) while margin divides the same profit by the larger number (price).</strong> On a $100 cost sold for $150, the $50 profit is 50% of $100 (markup) but only 33.3% of $150 (margin). The gap widens as you mark up more: a 200% markup is a 66.7% margin. Margin can never reach 100%, but markup has no ceiling - it grows without limit as price climbs.
- If I want a $5 profit on a $20 item, what is my markup and margin?
- <strong>That is a 25% markup and a 20% margin: the $5 profit is 25% of the $20 cost and 20% of the $25 selling price.</strong> Price equals $20 + $5 = $25. The same dollar profit looks like two different percentages depending on the denominator. If a $5 profit per unit feels thin after overhead, raise the markup - a 50% markup on the $20 cost gives $10 profit and a 33.3% margin instead.
- How does a discount affect the margin after I mark up an item?
- <strong>A discount eats into margin fast because it comes off the price, not the cost.</strong> Take a $50 cost marked up 100% to $100 (a 50% margin). A 20%-off sale drops the price to $80, so profit falls to $30 and margin drops to 37.5%. The 100% markup that originally looked so healthy is now effectively only 60%. Build expected discounts into your starting markup so promotions still clear your overhead. Use our <a href="/discount-calculator/">Discount Calculator</a> to test sale prices.
- What markup turns a $4 wholesale item into a profitable retail price?
- <strong>It depends on your target margin, but a $4 wholesale item at keystone (100% markup) sells for $8.00 with a 50% margin.</strong> A 25% markup would price it at just $5.00 (a thin 20% margin), often too low for retail overhead. To net a 60% margin, you need a 150% markup, pricing it at $10.00 with $6.00 profit. Lower-cost items usually carry higher markups because fixed handling costs are a bigger share of the price.
- Is a 20% markup good for a small business?
- <strong>A 20% markup is low for most product businesses because it equals only a 16.7% margin, which often will not cover overhead.</strong> On a $50 cost, a 20% markup gives a $60 price and $10 profit - and $10 is just 16.7% of $60. After rent, labor, and returns, that can vanish. Service and software businesses sometimes run thin markups on high volume, but for physical goods, benchmark against your industry and confirm the margin covers all fixed costs first.
- What is the difference between this markup calculator and the profit margin calculator?
- <strong>This markup calculator builds a selling price by adding profit as a percent of cost; the <a href="/profit-margin-calculator/">Profit Margin Calculator</a> measures profit as a percent of price.</strong> Use markup when you know your cost and want a price (cost $50 + 60% = $80). Use margin when you know the price and want to judge profitability ($30 profit on $80 = 37.5% margin). Same $50/$80 sale - 60% markup, 37.5% margin - two tools, two viewpoints on the identical deal.
Guides & articles
- What markup do I need to hit a target profit margin?
- Cost-plus pricing: how to price a product from your costs up
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Profit Margin Calculator · Break-Even Calculator · ROI Calculator · CAGR Calculator · Sales Tax Calculator · VAT Calculator