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Business CALCULATOR

Markup Calculator

Markup measures how far a selling price sits above the cost entered. Use it to check an existing quote or compare proposed prices. The cost denominator makes markup different from profit margin.

Free to useFormula explainedScenario friendly
Markup CalculatorDecision support
INPUTSDefined
MODELVisible
OUTPUTInstant
AssumptionsCalculationResult
Quick answer

Markup measures how far a selling price sits above the cost entered. Use it to check an existing quote or compare proposed prices. The cost denominator makes markup different from profit margin.

Enter your inputs
RESULT
Calculated output
0

66.6667 is the example result. The cost base is the denominator. A 50% markup corresponds to a one-third selling-price margin when there are no other costs.

Result = (([Selling price] − [Cost]) ÷ ([Cost])) × 100
Purpose

Markup measures how far a selling price sits above the cost entered. Use it to check an existing quote or compare proposed prices. The cost denominator makes markup different from profit margin.

Check the cost base before quoting

Include the costs that the quoted work must recover. Materials alone may be an incomplete base for a service or custom project. The result describes the uplift above the cost entered, so label that cost basis clearly when another person reviews the quote.

Why markup and margin differ

Selling price includes both cost and the amount above cost. Markup divides that amount by cost; margin divides it by selling price. The same quote therefore produces different percentages. Use markup to describe the cost uplift and margin to describe the share of revenue remaining.

Compare prices without hiding scope changes

Keep the cost estimate fixed when comparing alternative selling prices. If delivery requirements change, update the cost estimate as a separate scenario. Zero cost makes this percentage undefined, and a selling price below cost produces negative markup.

Example with the supplied inputs

Cost: 60; Selling price: 100. Result: 66.6667. The values are illustrative.

Compare one changed input

Cost changes from 60 to 66. The result becomes 51.5152. All other inputs remain fixed.

Calculation rule

Formula

Result = (([Selling price] − [Cost]) ÷ ([Cost])) × 100

Inputs and output

Example inputs and entry conventions
Input Example value Entry convention
Cost 60 Use cost on the currency and period basis shown by the formula. Keep gross amounts, net amounts and unit amounts distinct; the page does not fetch a price or exchange rate.
Selling price 100 Use selling price on the currency and period basis shown by the formula. Keep gross amounts, net amounts and unit amounts distinct; the page does not fetch a price or exchange rate.

Output: 66.6667 is the example result. The cost base is the denominator. A 50% markup corresponds to a one-third selling-price margin when there are no other costs. Use the formula to distinguish a cash amount, count, percentage or ratio.

How to use the page

STEP 01

Collect the inputs

Gather Cost, Selling price. Use one period and the units shown in the form.

STEP 02

Run the calculation

Enter the values and select the action. The calculation rule above explains how the inputs produce the result.

STEP 03

Compare a scenario

Change Cost on its own, keeping the other inputs fixed. Read both results before changing another assumption.

Worked example

With the example inputs listed above, the result is 66.6667.

Change Cost from 60 to 66 while keeping every other value fixed. The result becomes 51.5152. This comparison isolates that input; it does not forecast how other variables will respond.

Check the stated formula, units and limits before using the result in a decision.

Calculation and source notes

Keep the displayed formula, input units and model scope with the result. Corrections or questions can be sent through the request section on this page.

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CONTENT AND CORRECTIONS

Martzine Editorial Team

Martzine’s editorial work is led by Bilal Ahmad, founder of Martzine, with support from his team across content, research and technical development. Team members contribute according to the subject and assigned work, from practical explanations and source research to tool functionality and website improvements.

Martzine publishes and maintains the tools, calculators, references, resources and articles on this website. Our editorial work covers clear instructions, calculation assumptions, useful sources and corrections when an issue is identified.

A result depends on the inputs and the limits described on its page. If you notice a calculation error, broken feature, unclear explanation or information that needs correction, please send us the page link, the details and any supporting reference. We will assess the report and correct confirmed issues as soon as practical.

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