Markup Calculator
Calculate markup percentage, gross margin, and profit per unit from product cost and selling price.
These calculators are for informational purposes only and do not constitute financial, legal, or tax advice.
These calculators provide business finance estimates for educational and planning purposes only. Results are based on the inputs you provide and should not be construed as professional financial, accounting, or legal advice. Actual business performance and valuations vary significantly by industry, market conditions, and company-specific factors. Consult a qualified business advisor or CPA before making financial decisions.
Enter your product cost and selling price to instantly see your markup percentage, gross margin, and profit per unit.
A markup calculator takes what a product or service costs you and what you sell it for, then works out how much you added on top of cost — as both a dollar amount and a percentage. It’s one of the most common calculations in retail, wholesale, and service pricing, and one of the most frequently confused with a different number entirely: profit margin.
Enter your product cost and selling price below, and the calculator returns your profit per unit, your markup percentage (based on cost), and your gross margin percentage (based on selling price) — so you can see both sides of your pricing in one place.
Quick Answer
Markup percentage is calculated as: Markup % = ((Selling Price − Cost) ÷ Cost) × 100. It tells you how much you added on top of your cost, expressed as a percentage of that cost — not of the final selling price.
Jump to:
What Is a Markup Calculator? ·
How to Use It ·
Markup Formula ·
Examples ·
Markup vs. Margin ·
How to Calculate Markup ·
Selling Price From Markup ·
Common Markup % ·
Markup by Industry ·
Why Use Markup ·
A “Good” Markup ·
Markup-to-Margin Table ·
FAQs
What Is a Markup Calculator?
Markup is the amount added to a product’s cost to arrive at its selling price, expressed as a percentage of that cost. A markup calculator takes your cost and selling price (or cost and a target markup) and works out the markup amount, the markup percentage, and how that translates into profit.
Businesses use markup because it’s a direct, cost-based way to set prices: start with what something costs you, decide how much you need to add to cover expenses and generate profit, and that gives you your selling price. Markup connects three numbers — cost, selling price, and profit — and a markup calculator shows how they relate to each other in a single step.
For example, if a product costs you $50 to produce and you sell it for $75, you’ve added $25 on top of cost. As a percentage of that $50 cost, that’s a 50% markup.
How to Use the Markup Calculator
Good to know: this calculator works from cost and selling price toward markup and margin — it doesn’t take a target markup percentage as an input to generate a selling price for you. If you’re starting with a desired markup and need to solve for selling price, use the formula in the Selling Price From Markup section below to work it out, then plug the resulting cost and selling price back into the calculator to confirm the markup and margin it produces.
See your markup and margin side by side.
Markup Formula
The markup calculator’s logic breaks down into three simple steps:
Markup % = (Markup Amount ÷ Cost) × 100
or: Markup % = ((Selling Price − Cost) ÷ Cost) × 100
Selling Price (from cost and markup %) = Cost × (1 + Markup % ÷ 100)
In plain English: markup amount is simply how many dollars you added on top of cost. Markup percentage expresses that dollar amount as a percentage of the cost — not the selling price. That last distinction is the single most important thing to understand about markup, and it’s the source of most markup-vs-margin confusion (covered in detail below).
Markup Calculator Example
Example 1: Retail Product
A retailer buys a product for $40 and wants to apply a 50% markup.
Markup Amount = $40 × (50 ÷ 100) = $20
Selling Price = $40 + $20 = $60
Entering $40 cost and $60 selling price into the calculator confirms a 50% markup and a 33.33% gross margin — the same $20 profit, described from two different starting points.
Example 2: Wholesale Product
A wholesaler’s product costs $125 per unit, and they apply a 30% markup.
Markup Amount = $125 × (30 ÷ 100) = $37.50
Selling Price = $125 + $37.50 = $162.50
Entering these figures into the calculator returns a 30.00% markup and a 23.08% gross margin, reflecting the same $37.50 profit per unit.
Example 3: Small Business Service
Markup isn’t limited to physical products. A freelance graphic designer calculates their direct cost for a project — their own time at their internal hourly rate, plus any stock assets or software fees — at $200. They apply a 60% markup to build in profit above that direct cost.
Markup Amount = $200 × (60 ÷ 100) = $120
Client Price = $200 + $120 = $320
This is a self-designed, illustrative example — actual freelance and service pricing depends heavily on market rates, experience, and the specific engagement. Entering $200 and $320 into the calculator confirms the 60% markup and a 37.50% gross margin.
Markup vs. Profit Margin
Markup and profit margin both measure profitability, but they use different denominators — and mixing them up is one of the most common pricing mistakes small businesses make.
| Metric | Markup | Profit Margin |
|---|---|---|
| Based on | Cost | Selling price (revenue) |
| Formula | Profit ÷ Cost × 100 | Profit ÷ Revenue × 100 |
| Main use | Setting prices from cost | Measuring profitability |
Here’s why a 50% markup does not equal a 50% profit margin:
Cost = $100, Selling Price = $150, Profit = $50
Markup = ($50 ÷ $100) × 100 = 50%
Profit Margin = ($50 ÷ $150) × 100 = 33.33%
The dollar profit is identical in both calculations — $50. What changes is the denominator: markup divides that $50 by the $100 cost, while margin divides it by the $150 selling price, which is a larger number. Because the selling price is always larger than the cost (when there’s a profit), margin will always be a smaller percentage than markup on the same transaction. Confusing the two can lead a business to underprice, assuming a 50% markup delivers a 50% share of revenue as profit, when it actually delivers a third.
How to Calculate Markup
You can calculate markup manually in a few simple steps:
- Determine the product or service cost.
- Determine the selling price.
- Subtract cost from selling price to find the markup amount.
- Divide the markup amount by the cost.
- Multiply by 100 to get the markup percentage.
Worked example: A product costs $60 and sells for $84. Markup Amount = $84 − $60 = $24. Markup % = ($24 ÷ $60) × 100 = 40%.
How to Calculate Selling Price Using Markup
Sometimes you’ll start with a cost and a target markup percentage, and need to work out what selling price that produces. This is a manual calculation you can do with the formula below — the Markup Calculator itself works in the opposite direction, taking a cost and selling price and returning the resulting markup and margin, rather than accepting a target markup to generate a price.
Example: Cost = $80, desired markup = 40%.
Selling Price = $80 × (1 + 40 ÷ 100) = $80 × 1.40 = $112
The $32 difference between the $80 cost and the $112 selling price is the markup amount. Once you have both numbers, you can enter $80 and $112 into the calculator above to double-check the resulting markup percentage and see the equivalent gross margin percentage.
Common Markup Percentages
To make markup percentages easier to visualize, here’s what each common markup looks like applied to a standardized $100 cost:
| Cost | Markup | Markup Amount | Selling Price |
|---|---|---|---|
| $100 | 10% | $10 | $110 |
| $100 | 20% | $20 | $120 |
| $100 | 25% | $25 | $125 |
| $100 | 30% | $30 | $130 |
| $100 | 40% | $40 | $140 |
| $100 | 50% | $50 | $150 |
| $100 | 75% | $75 | $175 |
| $100 | 100% | $100 | $200 |
A 100% markup simply means doubling your cost to set the selling price — it’s a useful mental shortcut, not a universal target.
Markup in Different Industries
- Retail — markup is applied to wholesale or purchase cost to set shelf prices, factoring in store overhead and shrinkage.
- Wholesale — markup is typically lower per unit, offset by higher sales volume.
- E-commerce — markup needs to account for payment processing, shipping, packaging, and platform fees in addition to product cost.
- Restaurants — markup on menu items generally needs to cover food cost, labor, rent, and waste.
- Manufacturing — markup is applied on top of material, labor, and production overhead costs.
- Construction — markup on materials and subcontractor costs helps cover project management, equipment, and risk.
- Professional services — markup can be applied to internal labor cost or time to arrive at client billing rates.
- Freelancing — freelancers may apply markup to their own cost basis (time, tools, subcontracted work) to price projects.
- Reselling — markup is applied to the purchase price of goods bought for resale.
There’s no single markup percentage that applies universally within any of these industries. The appropriate markup in each case depends on the business’s specific costs, competition, operating expenses, demand, and overall business model — not a fixed industry rule.
Why Businesses Use Markup
- Setting prices — markup gives a clear, repeatable starting point for pricing based on what something costs.
- Recovering costs — a well-chosen markup ensures the selling price at least covers the cost of the product or service.
- Generating profit — markup is the mechanism by which a business builds profit into its pricing.
- Accounting for operating expenses — markup can be set high enough to also cover indirect costs beyond the direct product cost.
- Maintaining pricing consistency — applying a standard markup across a product line keeps pricing logic consistent and easy to explain.
- Evaluating pricing decisions — comparing markup across products or time periods helps identify pricing that’s fallen out of step with costs.
It’s worth being clear that markup itself is not the same as a business’s final net profit. Markup reflects profit above the direct cost entered into the calculation — it doesn’t automatically account for labor, rent, software, taxes, shipping, payment processing, advertising, or other overhead that a business may still need to cover out of that margin.
What Is a Good Markup Percentage?
There’s no single “best” markup percentage that applies to every business or product. What’s appropriate depends on a combination of factors:
- Your cost structure and how much of it is fixed versus variable
- Operating expenses that need to be covered beyond direct cost
- Industry norms and customer expectations
- Competitive pricing pressure
- Customer demand and price sensitivity
- Sales volume and how it interacts with margin
- How the product or service is positioned in the market
- Your desired profit margin, once markup is converted into a margin figure
Rather than chasing a specific markup number, it’s generally more useful to evaluate markup alongside profit margin and total costs — a markup that looks generous on paper can still leave a business under water once every expense is accounted for.
Markup vs. Margin: Conversion Table
Because markup and margin use different denominators, the same underlying profit produces a lower margin percentage than markup percentage. The conversion formula is:
| Markup % | Equivalent Profit Margin |
|---|---|
| 10% | 9.09% |
| 20% | 16.67% |
| 25% | 20.00% |
| 30% | 23.08% |
| 40% | 28.57% |
| 50% | 33.33% |
| 75% | 42.86% |
| 100% | 50.00% |
Notice that markup and margin only converge as both numbers grow smaller, and margin can never reach or exceed 100% no matter how high markup climbs, since margin is always measured against the larger selling-price denominator.
Frequently Asked Questions
What is a markup calculator?
A markup calculator takes a product or service’s cost and selling price and calculates the markup amount, markup percentage, and related profit figures, helping you understand how your pricing relates to your costs.
How do you calculate markup?
Subtract the cost from the selling price to get the markup amount, then divide that amount by the cost and multiply by 100: Markup % = ((Selling Price − Cost) ÷ Cost) × 100.
What is the formula for markup percentage?
Markup % = (Markup Amount ÷ Cost) × 100, where Markup Amount = Selling Price − Cost. Markup is always calculated as a percentage of cost, never of selling price.
Is markup the same as profit margin?
No. Markup is calculated as a percentage of cost; profit margin is calculated as a percentage of selling price (revenue). The two numbers are always different on the same transaction — for example, a 50% markup is equal to a 33.33% profit margin.
How do you calculate a 20% markup?
Multiply the cost by 0.20 to find the markup amount, then add that to the cost to get the selling price. On a $100 cost: $100 × 0.20 = $20 markup, so the selling price is $120.
How do you calculate a 50% markup?
Multiply the cost by 0.50 to find the markup amount, then add it to the cost. On a $100 cost: $100 × 0.50 = $50 markup, giving a selling price of $150. This is equivalent to a 33.33% profit margin, not a 50% margin.
What is a 100% markup?
A 100% markup means the markup amount equals the cost, so the selling price is exactly double the cost. On a $50 cost, a 100% markup produces a $100 selling price.
How do you calculate selling price from cost and markup?
Selling Price = Cost × (1 + Markup % ÷ 100). For example, a $80 cost with a 40% markup gives $80 × 1.40 = $112.
Can markup be more than 100%?
Yes. Markup has no mathematical ceiling — a 200% markup means the selling price is triple the cost, a 300% markup means quadruple, and so on. High markups are common on products with low unit costs or highly differentiated services.
What is the difference between markup and margin?
Markup divides profit by cost; margin divides profit by selling price (revenue). Because selling price is always larger than cost when there’s a profit, margin is always a smaller percentage than markup for the same transaction.
How do businesses choose a markup percentage?
Businesses typically weigh their cost structure, operating expenses, competitive pricing, customer demand, and desired profit margin together, rather than applying a single fixed percentage across every product or service.
Why is markup calculated using cost instead of selling price?
Markup is designed to answer a specific question: how much have I added on top of what I paid? Since cost is the starting point in that question, it’s the denominator. Profit margin answers a different question — what share of my revenue is profit? — which is why it uses selling price instead.
Suggested Internal Links
Confirmed live on the current sitemap and relevant to markup, pricing, and profitability:
- “gross profit” → Gross Profit Calculator — for finding total gross profit dollars rather than per-unit markup.
- “gross margin percentage” → Gross Profit Margin Calculator — a deeper look at margin across full revenue, not just per unit.
- “net profit margin” → Net Profit Margin Calculator — for profitability after all business expenses, not just cost of goods.
- “break-even point” → Break-Even Calculator — to see how markup and pricing decisions affect the volume needed to cover costs.
- “working capital” → Working Capital Ratio Calculator — for businesses evaluating pricing alongside broader financial health.
- “profit calculator” → Profit Calculator (coming soon) — not yet live on the site as a standalone page.
- “cost of goods sold” → Cost of Goods Sold Calculator (coming soon) — not yet live on the site as a standalone page.
This calculator provides a mathematical estimate based on the cost and selling price you enter. It does not include taxes, shipping, payment processing, overhead, or other business expenses unless you’ve factored them into your cost figure, and it does not constitute financial, accounting, or tax advice.
