Markup vs Margin Calculator

Convert between markup percentage and profit margin percentage, and find the selling price from cost using either pricing method.
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Cost Input
Markup to Margin
Selling Price150,00
Profit per Unit50,00
Equivalent Margin33,33%
Markup ↔ Margin Quick Reference
Markup %Equivalent Margin %Price at $100 CostProfit at $100 Cost
10%9,09%110,0010,00
15%13,04%115,0015,00
20%16,67%120,0020,00
25%20,00%125,0025,00
30%23,08%130,0030,00
40%28,57%140,0040,00
50%33,33%150,0050,00
75%42,86%175,0075,00
100%50,00%200,00100,00
150%60,00%250,00150,00
200%66,67%300,00200,00
Margin to Markup
Selling Price149,99
Profit per Unit49,99
Equivalent Markup49,99%
Reverse Calculator

Enter a selling price to find the implied markup and margin for your cost.

Implied Markup—
Implied Margin—
Profit per Unit—
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Overview

The Markup vs Margin Calculator converts between markup percentage and profit margin percentage, and derives the selling price from cost using either pricing method. Includes a quick reference table showing common markup-to-margin conversions, and a reverse calculator that finds implied markup and margin from a target selling price.

Common Use Cases

How to Use

1
Enter the unit cost.
2
Set a markup percentage to see the resulting selling price and equivalent margin.
3
Set a target margin percentage to see the selling price and equivalent markup.
4
Compare both pricing methods for the same cost.
5
Use the results to set consistent pricing targets.
6
Refer to the quick reference table for common markup-to-margin conversions.
7
Use the Reverse Calculator to enter a target selling price and find the implied markup and margin for your cost.

Example Scenario

Retail Pricing Check

A retailer knows product costs and wants to compare a 50% markup against a 33% margin. The calculator converts each method so pricing decisions are consistent.

Technical Notes

Markup is profit expressed as a percentage of cost.

Margin is profit expressed as a percentage of the selling price.

Selling price from markup equals cost multiplied by 1 plus the markup percentage.

Selling price from margin equals cost divided by 1 minus the margin percentage.

The same price yields a numerically higher markup than margin because each is based on a different denominator.

Margin must stay below 100% because profit cannot exceed the selling price.

The quick reference table shows markup-to-margin conversions for common values (10% to 200%) at a fixed $100 cost, useful for quick lookups without manual calculation.

The reverse calculator takes a target selling price and back-calculates the implied markup and margin based on the cost entered above.

Common Mistakes

Frequently Asked Questions

Markup is profit relative to cost, while margin is profit relative to the selling price. For example, a 50% markup on a 100 cost gives a 33.3% margin.

Margin is usually better for tracking profitability, while markup is simpler for quick cost-plus pricing. Use this tool to move between the two.

Because they use different denominators: markup divides profit by cost, margin divides profit by the selling price.

No. A 100% margin would require zero cost, so margin values must stay below 100%.

The table shows pre-calculated markup-to-margin conversions for common values. Find your markup percentage in the left column to see the equivalent margin, selling price, and profit at $100 cost.

Enter a target selling price and the reverse calculator shows the implied markup and margin based on your cost. This is useful when you have a target price and want to understand your pricing structure.

Related Topics

Profit margin analysisPricing strategySelling price calculationBreak-even analysisDiscount strategyCost-plus pricingRetail pricingWholesale pricingEcommerce margin planningBusiness profitabilityQuotation preparationRevenue planning