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Markup Calculator

A markup calculator helps you turn a known cost into a clearer selling price decision. Enter your cost and selling price, and the tool shows the markup amount, markup percentage, and margin percentage so you can see how much room sits between what an item costs and what a customer pays. That makes it useful for product pricing, service quotes, resale offers, wholesale checks, and quick sanity checks before you publish a price list or approve a promotion. Markup answers a cost-based question. It tells you how much extra you added above cost. Margin answers a price-based question. It tells you how much of the selling price remains after covering cost. Many pricing mistakes happen when those two numbers get mixed up, so this page shows both side by side. Use this markup calculator when you already know two numbers and want a fast pricing read. If your cost is $40 and your selling price is $60, the markup is $20, the markup percentage is 50%, and the margin is 33.33%. Seeing all three figures together helps you compare products, test new prices, and explain pricing choices more clearly inside a team.

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Quick answer

Markup amount equals selling price minus cost, so it shows the raw dollar gap between what you pay and what you charge.

What this tells you

  • Markup amount equals selling price minus cost, so it shows the raw dollar gap between what you pay and what you charge.
  • Markup percentage is calculated against cost, not against selling price.
  • Margin percentage is calculated against selling price, which is why it is lower than markup for the same numbers.
  • If selling price equals cost, markup and margin are both 0%, which means there is no gross profit before other business expenses.
  • A higher markup does not always mean a better final outcome if returns, fees, shipping, labor, or taxes were left out of cost.

How to Use

  1. 11. Enter your full cost per item, job, or order. Include the direct costs you want the pricing decision to cover, such as materials, labor, packaging, and any per-sale fee you already know.
  2. 22. Enter the selling price you plan to charge the customer. Use the final ticket price before sales tax if you are comparing pricing strategy rather than tax collection.
  3. 33. Calculate the result to see markup amount, markup percentage, and margin percentage together. Read markup as a cost-based measure and margin as a revenue-based measure.
  4. 44. Change the selling price to test different scenarios. Small price changes can produce a noticeable shift in margin, especially on low-cost or high-volume items.
  5. 55. Review the result before using it in a quote or catalog. If the percentage looks stronger than expected, check whether every relevant cost was included in the starting number.

How It Works

Formula

Markup Amount = Selling Price - Cost Markup (%) = (Markup Amount / Cost) x 100 Margin (%) = (Markup Amount / Selling Price) x 100

The calculation follows the same logic used in the formula file. First subtract cost from selling price to get markup amount. Next divide markup amount by cost to get markup percentage. Last divide the same markup amount by selling price to get margin percentage. The base changes in the last step, so markup and margin are never interchangeable. For example, a $20 markup on a $40 cost is 50% markup because 20 ÷ 40 = 0.50, but it is only 33.33% margin because 20 ÷ 60 = 0.3333.

Calculation note: values are processed in the order shown above, using the current input units.

Worked Examples

Retail pricing estimate for a small accessory

Cost$40
Selling Price$60
ResultEstimated markup: $20 (50%) | Estimated margin: 33.33%

Subtract cost from price to get the markup amount: $60 - $40 = $20. Then divide $20 by the $40 cost to get 0.50, or 50% markup. To find margin, divide the same $20 by the $60 selling price to get 0.3333, or 33.33%. This is a clean example of why markup is higher than margin for the same item.

Cafe menu item with a tighter selling price

Cost$18
Selling Price$24
ResultEstimated markup: $6 (33.33%) | Estimated margin: 25%

The markup amount is $6 because $24 - $18 = $6. Markup percentage is $6 ÷ $18 = 0.3333, or 33.33%. Margin percentage is $6 ÷ $24 = 0.25, or 25%. This kind of result is useful when a business wants to see how a modest price increase compares with a smaller gross cushion.

Service package quote for a freelance project

Cost$125
Selling Price$175
ResultEstimated markup: $50 (40%) | Estimated margin: 28.57%

Start with the dollar difference: $175 - $125 = $50. Divide $50 by the $125 cost and you get 0.40, or 40% markup. Divide $50 by the $175 price and you get 0.2857, or 28.57% margin after rounding. This helps when a service provider wants to compare the quote against a target gross margin without rebuilding the quote from scratch.

Wholesale order priced from a known landed cost

Cost$850
Selling Price$1105
ResultEstimated markup: $255 (30%) | Estimated margin: 23.08%

The markup amount is $255 because $1105 - $850 = $255. Markup percentage is $255 ÷ $850 = 0.30, or 30%. Margin percentage is $255 ÷ $1105 = 0.2308, or 23.08%. This is a practical check for buyers and resellers who need to see whether a target resale price still leaves enough room after a higher inventory cost.

Low-cost item with cents in the input

Cost$3.20
Selling Price$4.75
ResultEstimated markup: $1.55 (48.44%) | Estimated margin: 32.63%

Here the markup amount is $1.55 because $4.75 - $3.20 = $1.55. Markup percentage is $1.55 ÷ $3.20 = 0.484375, which rounds to 48.44%. Margin percentage is $1.55 ÷ $4.75 = about 0.326316, which rounds to 32.63%. This example shows why cent-level pricing can still create meaningful percentage differences.

Markup and margin at a $100 cost

These examples show how the same cost produces different selling prices and margins as markup rises.

CostMarkup %Selling priceMarkup amountMargin %
$10010%$110$109.09%
$10025%$125$2520%
$10050%$150$5033.33%
$100100%$200$10050%
$100200%$300$20066.67%

Markup percentage is based on cost. Margin percentage is based on selling price, so the two columns do not match.

When should you look at markup instead of margin?

Markup is the better starting view when your pricing process begins with cost. Buyers, operators, and small business owners often know what they paid for inventory, materials, or labor before they know the final customer price. In that situation, markup tells you how much you added on top of cost, which makes it easier to compare supplier changes, quote revisions, and category pricing rules.

Margin is the better reporting view when you are evaluating revenue quality. Sales teams, owners, and finance staff often want to know what share of the selling price remains after cost. A price can sound strong in markup terms and still look weaker in margin terms if the final selling price is not high enough. Reading both numbers together gives a more complete pricing picture.

This difference matters most when businesses set rules like "all accessories need at least 50% markup" or "all service packages need at least 30% gross margin." Those rules do not mean the same thing. A 50% markup produces a 33.33% margin, not a 50% margin. If the wrong percentage is used in a meeting or spreadsheet, a team can approve prices that miss the real target.

The tool is strongest as a fast planning check. It helps you test price ideas, compare categories, and explain the cost-to-price relationship without building a larger pricing model. It is not a substitute for a full profitability review that includes overhead, discounts, payment processing, shipping damage, returns, financing costs, or taxes.

Common mistakes

  • Treating markup and margin as interchangeable values even though one uses cost and the other uses selling price.
  • Leaving out part of the real cost, such as labor, packaging, freight, platform fees, or expected waste, before calculating the selling price.
  • Comparing one product's markup with another product's margin and assuming the two percentages describe the same thing.
  • Rounding too early when prices include cents, which can slightly distort percentage comparisons across many items.
  • Assuming a healthy markup guarantees healthy net profit even when overhead and taxes still need to be paid from the sale.

Limitations

This markup calculator estimates markup and margin from the cost and selling price you enter. It assumes both numbers are positive and that selling price is at least as large as cost. The result does not include taxes collected from customers, operating overhead, coupon effects, shipping subsidies, returns, financing charges, payment processing fees, marketplace commissions, or inventory carrying costs unless you already built those items into cost. Use it for pricing checks and rough planning, not as a full profit model or accounting statement.

Embed this calculator on your site

Drop this single line where you want the calculator to appear. It is responsive, mobile-friendly, resizes automatically, and is free to use with attribution.

<script src="https://calctide.com/embed.js" data-tool="markup-calculator" async></script>

Preview the embed at /embed/markup-calculator/.

Frequently Asked Questions

Markup is the amount added above cost, while margin is the share of the selling price left after cost. They use different base numbers, so they produce different percentages even when the dollar profit is the same. If you quote a 40% markup, that does not mean you also have a 40% margin.
Markup is usually higher than margin because cost is smaller than selling price in a profitable sale. The same markup amount divided by a smaller number creates a larger percentage. For example, a $20 profit on a $40 cost is 50% markup, but that same $20 on a $60 selling price is only 33.33% margin.
Yes, you can use this markup calculator for services if you enter a realistic service cost and the proposed selling price. The main challenge is defining cost well. Include labor time, materials, subcontractors, travel, and any direct fee that belongs to that job before you judge the result.
Usually no, sales tax should not be treated as part of the selling price for markup planning if you collect it on behalf of a tax authority. Most businesses compare cost with the pre-tax selling price instead. If your situation is more complex, keep your tax treatment consistent across all items you compare.
No, this result does not show net profit. It shows gross pricing spread based only on the numbers you entered. Net profit requires more detail, including overhead, payroll outside direct labor, rent, software, insurance, taxes, and other business costs.
A selling price below cost means the transaction loses money before overhead, so this calculator does not return a normal markup result for that case. That guard matches the underlying formula logic in the code. If you are pricing below cost on purpose, review the reason carefully, such as clearance, bundling, or a temporary acquisition strategy.
A target markup percentage should come from your costs, market position, and required profit room. Start with complete direct cost, compare competitor pricing, then check whether the resulting margin supports the rest of the business. Many teams set markup rules by category, but the final answer still depends on volume, returns, fees, and price sensitivity.
Yes, a 100% markup means the markup amount equals the full cost, so the selling price becomes double the cost. If cost is $50, a 100% markup adds another $50 and produces a $100 selling price. The margin in that case is 50%, not 100%, which is an easy place to make a reporting mistake.
It estimates markup calculator outputs using the visible inputs and formula assumptions on this page.

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