Markup Calculator -- Cost to Selling Price | LazyTools
📊 Finance Tool

Markup Calculator

Calculate selling price from cost and markup percentage. Or reverse-calculate markup from cost and selling price. Converts markup to gross margin instantly and shows the markup % required to hit any target gross margin -- the most common pricing calculation in retail and wholesale.

Free & instantMarkup to marginTarget marginReverse calc
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Percentage added to cost to reach selling price.
Reverse: finds markup % from cost + price.
Finds the markup % you need to achieve this margin.
📈 Enter cost and markup %, then click Calculate
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Also try the Margin Calculator
Margin uses selling price as the base; markup uses cost. The Margin Calculator is the P&L metric. Compare both side by side.
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Key features

Why use the LazyTools calculator?

Built around gaps in competitor tools -- professional-grade analysis for investors, analysts and business owners.

📈
Markup to margin conversion
Converts markup % to gross margin % instantly -- and vice versa. No more confusion between the metric buyers use and the metric the P&L reports.
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Target margin to markup
Enter a target gross margin % to see the exact markup you need to apply to costs to achieve it -- essential for any buying or pricing decision.
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Reverse calculation
Enter cost and selling price to find the markup % -- useful for auditing inherited product pricing or benchmarking against competitors.
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No account needed
Completely free and runs in your browser. No signup, no data sent to servers. Bookmark and return anytime.
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Formula transparency
Every result shows the substituted formula for easy verification, reporting and sharing.
All devices
Works on phone, tablet and desktop. Use it wherever you are.
How to use

How to use this calculator

1
Enter your figures
Type cost price and markup percentage into the input fields.
2
Click Calculate
Get instant results with formula, breakdown and plain-English interpretation.
3
Read the guidance
The interpretation note explains what the result means for your decision.
4
Model scenarios
Change one variable at a time to explore alternatives and find the optimal choice.
5
Save your work
Screenshot or bookmark the page. Copy the formula into your report.
Feature comparison

How we compare to alternatives

FeatureLazyToolsOmniCalcCalculatorSoupShopify
Markup to margin + target marginYesNoNoNo
Formula shownYesPartialYesNo
Multi-modeYesPartialNoNo
Free, no signupYesYesYesYes
In-depth guide

Markup Calculator: Complete Guide to Markup vs Margin in Pricing

Markup and margin are the two most frequently confused pricing concepts in retail, wholesale and B2B sales. Confusing them costs real money: a business that targets 50% gross margin but applies 50% markup consistently earns only 33.3% margin -- a significant underperformance that compounds over time and may only become visible when the P&L is reviewed quarterly.

Markup vs margin: the difference that changes every pricing decision

Markup uses cost as the denominator: Markup % = (Price - Cost) / Cost x 100. Margin uses selling price: Margin % = (Price - Cost) / Price x 100. For a product costing $60 and priced at $100: Markup = $40/$60 = 66.7%. Margin = $40/$100 = 40%. Same product, same profit, different percentages. The two metrics will always give different numbers unless gross profit is zero.

Conversion formulas: Margin = Markup / (1 + Markup/100). Markup = Margin / (1 - Margin/100). At 100% markup, margin is exactly 50%. At 50% markup, margin is 33.3%. At 200% markup, margin is 66.7%. Memorising these three reference pairs -- 50%/33.3%, 100%/50%, 200%/66.7% -- provides an instant cross-check in any pricing discussion. Always confirm which metric your finance team, buying team and reporting system use before interpreting any profitability figure.

How to calculate selling price from cost and markup

Selling Price = Cost x (1 + Markup/100). For $60 cost at 75% markup: $60 x 1.75 = $105. The factor (1 + Markup/100) is the markup multiplier. At 100% markup the multiplier is 2.0 -- the classic keystone pricing used in department store retail where every item is sold at twice its wholesale cost. At 50% markup the multiplier is 1.50; at 200% it is 3.0. The multiplier is the fastest tool for mental pricing arithmetic.

Reverse calculation: Markup % = (Price - Cost) / Cost x 100. At $105 price, $60 cost: (105-60)/60 x 100 = 75%. This is valuable when auditing a product range, when a supplier provides a Recommended Retail Price and you want to calculate your margin at that price, or when benchmarking markup consistency across categories. Inconsistent markup across a range -- where some products are accidentally priced at double the standard markup -- is a common source of missed margin opportunity.

What markup achieves a target gross margin: the buyers essential formula

Required Markup % = Target Margin % / (1 - Target Margin/100). For a 40% target margin: Markup = 40 / 0.60 = 66.7%. Verify: $60 cost x 1.667 = $100 price, margin = 40/100 = 40%. For 50% target: Markup = 50 / 0.50 = 100%. For 60% target: Markup = 60 / 0.40 = 150%. This formula closes the loop between the finance team setting a margin target and the buying team setting a purchase price.

In practice: a buyer assessing a new product range calculates Required Price = Cost / (1 - Target Margin/100) and checks whether that price is competitive in the market. If the required price exceeds what the market will bear, the buyer must either negotiate the cost down to Cost = Target Price x (1 - Target Margin/100) or accept a lower margin on that line. Quantifying this trade-off before committing to a ranging decision is fundamental to disciplined merchandise financial planning.

Industry markup benchmarks across major retail and wholesale sectors

Grocery supermarkets operate at 10-30% markup, compensating thin margins with enormous volume and data value from loyalty programmes. Fast fashion: 150-400% markup, accepting high markdown rates at end of season. Independent boutique retail: 100-250% as standard. Restaurants mark up food ingredients 200-400% to cover labour, premises and service costs. Consumer electronics: 10-40% (highly competitive, driven down by price-comparison transparency). Professional services: 100-300% on direct labour cost.

High markup does not automatically mean high net profit. A fashion retailer with 250% markup but 35% markdown rate, 10% shrinkage and significant rent and labour overhead may achieve lower net profit margin than a grocery chain with 20% markup but negligible waste, automated fulfilment and high transaction volume. Always evaluate markup in the context of the full business model: initial markup, achieved margin after returns and markdowns, operating leverage, and the net margin that flows through to profit.

Common markup calculation errors and their financial consequences

The most consequential error: applying a margin target percentage as a markup percentage. A buyer targeting 40% gross margin who applies a 40% markup achieves only 28.6% margin. On $2 million of annual cost of goods, this error costs approximately $230,000 of annual gross profit -- a material impact that persists invisibly until a detailed margin review is conducted. The fix is simple: always use the conversion formula before applying any markup percentage derived from a margin target.

A second common error is inconsistent cost base: some products are marked up on ex-works cost, others on fully landed cost including freight, duty and local delivery. This creates apparently identical markup percentages but substantially different gross margins across the range. Define the cost base clearly -- most retailers use fully landed cost as the standard -- and apply it consistently to every product. Documenting the definition prevents the error recurring as staff change over time.

Advanced markup strategy: managing a multi-product portfolio

In a multi-product business, the optimal strategy is not a uniform markup across all products. High-velocity staples with easy online price comparison require competitive markup to maintain traffic and basket share. Differentiated and exclusive products support higher markup because comparison is difficult and brand premium justifies the price. Private-label products at the same quality level as branded alternatives typically carry 30-50% higher markup because the brand premium is captured by the retailer rather than shared with the manufacturer.

Portfolio markup optimisation: calculate the weighted average markup and equivalent gross margin across your full range, weighted by each product or category revenue contribution. Then model the effect of adjusting markup by category -- raising markup on high-differentiation lines, accepting lower markup on traffic-building commodity lines. The goal is to maximise blended portfolio margin, not to maximise markup on every individual item. This exercise typically reveals that 20% of products generate 80% of gross profit, focusing improvement effort on the most impactful lines.

How to get the most from markup analysis

Run this calculation every time you assess a new supplier quote, set a retail price for a new product introduction, or review the pricing of an existing range. The pattern across multiple markup calculations reveals your average markup rate, the distribution across products and categories, and whether your pricing strategy is consistent with your margin targets. A significant spread in markup rates across similar products is a signal that pricing policy is not being applied consistently.

Compare your effective markup -- the ratio of actual selling price to actual cost after all promotional activity, returns and markdowns -- against your intended markup at the time of pricing. The gap between intended and achieved markup is your markdown rate, and it represents the most direct measure of how well your initial pricing decisions are holding up in the market. Consistently high markdown rates are the clearest signal that initial markups are being set too aggressively for the market conditions.

Frequently asked questions

Markup % = (Selling Price - Cost) / Cost x 100. It is the percentage added to the cost price to arrive at the selling price. A $60 cost with 50% markup produces a selling price of $90, and a gross profit of $30 per unit.
Markup uses cost as the denominator; margin uses selling price. For $60 cost and $100 price: markup = 66.7%, margin = 40%. The same $40 gross profit gives different percentages. Confusing the two causes systematic pricing errors that compound over time.
Required Markup = Target Margin / (1 - Target Margin/100) = 40 / 0.60 = 66.7%. Verify: $60 cost x 1.667 = $100 price, and ($100-$60)/$100 = 40% gross margin. This is the exact conversion that connects the metric the P&L uses (margin) to the multiplier buyers apply at the purchasing stage (markup).
Required Markup = 50 / (1-0.50) = 50 / 0.50 = 100%. A 100% markup -- doubling the cost price -- gives exactly and precisely 50% gross margin. This is the keystone pricing standard used in traditional department store retail for over a century.
Grocery: 15-40%. Fashion: 150-400%. Boutique retail: 100-250%. Restaurants: 200-400% on ingredients. Consumer electronics: 10-40%. Software and SaaS: effectively unlimited as COGS approaches zero.
Markup % = (Selling Price - Cost) / Cost x 100. Cost $60, price $100: (100-60)/60 x 100 = 66.7% markup.
Yes. 100% markup means selling price is double the cost. 200% markup means triple the cost. There is no theoretical upper limit, though market competition and customer price sensitivity set a practical ceiling in every product category.
Yes. The LazyTools Markup Calculator is completely free, requires no account or signup, and runs entirely in your browser. No data is sent to any server.