Markup Calculator

Calculate the selling price, markup percentage, and gross profit margin for any product.

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%

Selling Price

$70.00

Cost$50.00
Gross Profit$20.00
Markup %40.0000%
Gross Margin %28.5714%
Markup vs Margin Reference (Cost: $50.00)
MarkupSelling PriceGross ProfitMargin
10%$55.00$5.009.1%
20%$60.00$10.0016.7%
30%$65.00$15.0023.1%
40%$70.00$20.0028.6%
50%$75.00$25.0033.3%
75%$87.50$37.5042.9%
100%$100.00$50.0050.0%

How to Use the Markup Calculator

This markup calculator doubles as a profit margin calculator and a gross margin calculator. The most common source of confusion in pricing is treating markup and margin as the same number. They are not. Markup is profit measured against cost; margin is profit measured against selling price. A 50% markup always produces a smaller margin (33.3%), and a 50% margin always requires a larger markup (100%). Pick the mode that matches the number you already have.

  1. Choose what to solve for using the four buttons at the top: Selling Price, Cost Price, Markup %, or Margin %. The input fields update automatically so you only see the numbers the calculator actually needs.
  2. Enter the Cost Price (your wholesale, landed, or unit production cost). Include freight, duty, and packaging if those are part of what each unit costs you. Leaving them out makes every margin figure below look better than reality.
  3. Enter the Selling Price when solving for Cost or for Markup %. This is the price the customer actually pays, before sales tax.
  4. Enter the Markup % or Margin % depending on which mode you picked. Markup mode asks how much profit you want on top of cost; margin mode asks what share of the final selling price should be profit.

The results panel shows the full breakdown: selling price, cost, gross profit in dollars, markup percent, and gross margin percent. The reference table underneath compares seven markup tiers against your current cost so you can see what a 10%, 30%, 50%, or 100% markup produces in dollar profit and margin percent side by side. If you are pricing backwards from a target margin, switch to Margin mode and the calculator handles the conversion so you do not have to do the algebra in your head.

Markup vs Margin Formulas

Selling Price = Cost × (1 + Markup%/100)
Markup % = (Selling Price − Cost) ÷ Cost × 100
Gross Margin % = (Selling Price − Cost) ÷ Selling Price × 100

Converting: Margin = Markup ÷ (1 + Markup)
Markup = Margin ÷ (1 − Margin)

Converting Markup to Margin and Back

Because markup and margin share the same dollar profit but divide it by different denominators, you can translate between them with two one-line formulas. Use decimals (not percent) in the conversion, then multiply the result by 100.

Margin = Markup ÷ (1 + Markup)
Example: 40% markup → 0.40 ÷ 1.40 = 0.2857 = 28.57% margin

Markup = Margin ÷ (1 − Margin)
Example: 40% margin → 0.40 ÷ 0.60 = 0.6667 = 66.67% markup

This is why "we need 40% margin" and "add 40% to cost" are never the same instruction. Adding 40% to cost gives a 28.57% margin. Hitting a 40% margin requires a 66.67% markup. If a supplier quotes one number and your accounting system reports the other, run the conversion before you sign the purchase order.

Quick-Reference Table: Markup to Margin Equivalents

Keep this table handy when reading pricing sheets. Every row uses the formula above.

MarkupEquivalent MarginSelling Price on $100 CostProfit
10%9.1%$110.00$10.00
20%16.7%$120.00$20.00
25%20.0%$125.00$25.00
33.3%25.0%$133.33$33.33
50%33.3%$150.00$50.00
66.7%40.0%$166.67$66.67
100%50.0%$200.00$100.00
150%60.0%$250.00$150.00
200%66.7%$300.00$200.00
300%75.0%$400.00$300.00
400%80.0%$500.00$400.00

Notice the 100% markup row: doubling cost gives a 50% margin, not 100% profit. That is the keystone pricing relationship explained in more detail below. Margin is always smaller than markup because the denominator (selling price) is always larger than cost.

Practical Pricing: Industry Benchmarks, Keystone, and Pricing for a Target Margin

A markup calculator gives you the arithmetic. Deciding what markup to apply is a business question that depends on industry norms, overhead structure, and what the market will bear. The sections below pull together the most common pricing benchmarks, the markup-vs-margin trap that catches first-time business owners, and how to price backwards from a target profit margin.

Typical Markup by Industry

Markup varies wildly by category. Low-velocity items with high overhead need thick margins; high-velocity commodities survive on thin ones. These are rough US retail benchmarks that actual buyers and operators use as starting points.

IndustryTypical MarkupEquivalent MarginWhy It Lands There
Grocery stores2% to 15%2% to 13%Thin margins, huge volume, perishable inventory
New car dealers2% to 10%2% to 9%Profit is in financing, service, and used cars
Consumer electronics5% to 10%5% to 9%Price transparency online forces tight markups
Hardware and tools30% to 100%23% to 50%Mix of commodity and specialty items
Apparel and footwear100% to 350%50% to 78%Seasonal risk and clearance markdowns absorbed up front
Jewelry100% to 200%50% to 67%Keystone or triple-keystone is standard
Furniture200% to 400%67% to 80%Long sales cycles, floor space, delivery costs
Restaurant food200% to 300%67% to 75%Labor and waste built into food markup
Restaurant beverages300% to 500%75% to 83%Drinks carry the per-table profit
Cosmetics and fragrance400% to 800%80% to 89%Brand and packaging are most of the price

If you are selling something and your markup is well below the typical band, check whether your cost figure actually includes freight, duty, and packaging. If you are above it, you either have a differentiated product or you are about to lose the shelf to a competitor who is in the band.

Why a 50% Markup Is Not 50% Profit

The single most expensive mistake in small-business pricing is equating markup with profit share. A 50% markup on a $100 cost gives a $150 selling price, $50 profit, and a gross margin of 33.3% ($50 ÷ $150). Half of the sale is not profit; one third is. When someone says "I make 50% on that item," they usually mean markup, but their accountant, their POS system, and their bank are measuring margin. Running a business on the wrong number drains cash fast.

Consider a store with $500,000 in annual sales, assuming every item carries a 50% markup. The owner budgets $250,000 for overhead and salary, thinking half of revenue is profit. Reality: 50% markup equals 33.3% margin, so gross profit is only $166,500. The $83,500 gap is rent, payroll, and taxes that were never actually funded. This is not a rounding error; it is the difference between profitable and broke.

Keystone Pricing: The Retail 2x Standard

Keystone pricing means doubling wholesale cost to get the retail price, a 100% markup or 50% margin. It is the default in independent retail because it is simple (multiply by 2), it absorbs the standard retail overhead of a brick-and-mortar store, and it leaves room for 20% to 30% markdowns on slow-moving inventory while still breaking even. A $40 wholesale item is keystoned to $80 retail. If half the inventory sells at full price and half sells at 25% off ($60), blended revenue is $70, blended gross profit is $30 per unit, and the 37.5% blended margin covers rent and wages in most mid-tier categories.

Triple keystone (3x cost, 200% markup, 66.7% margin) is common in jewelry, fashion accessories, and boutique home goods where the shopper expects markdowns from sticker and the store needs room to discount 30% to 50% without losing money.

Pricing Backwards From a Target Margin

If you know the margin you need to cover overhead and hit profit, work backwards with one formula: Selling Price = Cost ÷ (1 − Target Margin). A coffee shop with a $0.90 cost per latte that needs a 70% margin to cover labor, rent, and waste: $0.90 ÷ (1 − 0.70) = $0.90 ÷ 0.30 = $3.00. A contract manufacturer with $48 in total cost per unit that needs a 35% margin for reinvestment: $48 ÷ 0.65 = $73.85.

The Margin % mode in the calculator above does this automatically. Type your cost, set the target gross margin, and it returns the required selling price with the corresponding markup figure. This is the right way to price for a business that has to hit a specific bottom-line number, not a vague "about 40% markup sounds fine."

Frequently Asked Questions

Markup is profit as a percentage of cost. Margin is profit as a percentage of selling price. A 50% markup on a $100 cost item gives a selling price of $150 and a gross margin of 33.3% (50/150). A 50% margin on a $100 cost item gives a selling price of $200 and a markup of 100%. These are not interchangeable. Accounting and pricing software usually displays margin; retail buyers usually think in markup.

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