Markup Formula

Markup Formula — The Complete Reference Guide

Every markup formula you need, in one place. From markup percentage and selling price math to reverse cost formulas, Excel syntax, and worked examples, this page is built to be the reference other pricing pages point back to.

The markup formula is: Markup % = (Selling Price - Cost) / Cost x 100. Markup measures how much you add to the cost of a product to arrive at its selling price, expressed as a percentage of cost. For example, if a product costs $80 and sells for $100, the markup is ($100 - $80) / $80 x 100 = 25%. If you want to validate the result live, the markup calculator uses the exact same equation.

What most competing pages miss is that markup formula search intent is not one-dimensional. Some users want the basic markup percentage formula. Others want the selling price formula with markup, the reverse cost formula, the spreadsheet syntax, or the difference between markup formula and margin formula. In accounting and retail operations, those are all the same conversation because teams keep moving between cost, price, profit, and percentage fields in the same worksheet.

That is why this page is structured as a reference, not a thin calculator article. The goal is to give you the formula itself, show the step-by-step derivation, let you verify it with your own numbers, and then connect it to spreadsheet usage, scenario examples, and the revenue-based view on the markup vs margin page. If you only memorize one rule, make it this one: markup is always calculated on cost, never on selling price.

Featured Snippet Target

The 4 Core Markup Formulas

These are the formulas people actually search for: markup percentage, selling price, reverse cost, and profit. Everything else is a variation of these four.

Core Formula

Markup %

Markup % =
(Price - Cost)Cost
x 100
Core Formula

Selling Price

Selling Price =
Cost x (1 + Markup% / 100)
Core Formula

Cost (Reverse)

Cost =
Selling Price(1 + Markup% / 100)
Core Formula

Profit

Profit =
Selling Price - Cost

The first formula, markup percentage, is the anchor formula. It answers the plain-language question, “How much profit did I add compared with what I paid?” The selling price formula is the operational version most merchants use because it turns a markup policy into an actual customer price. The cost reverse formula matters when the market price is already set and you need to know the highest cost you can absorb without breaking the markup target.

Profit looks simple by comparison, but it is the bridge between markup and margin. Every markup percentage ultimately turns into profit dollars, which then show up on a margin-based income statement. That is why the four cards above work well as a formula wall: together they cover the forward, reverse, and spreadsheet use cases that sit behind most markup formula searches.

Interactive Proof

Interactive Formula Verifier

Instead of showing only the final answer, this verifier exposes the exact steps so you can confirm the math before you bake it into a spreadsheet or a markup calculator workflow.

Formula Verifier

Pick a formula, enter the known numbers, and the derivation updates instantly.

Step-by-step derivation
Step 1: Convert markup to decimal
25 / 1000.25
Step 2: Add 1 to get the multiplier
1 + 0.251.25
Step 3: Multiply cost by the factor
$80 x 1.25$100.00
Result
Selling Price = $100.00
Profit = $20.00 | Margin = 20%
Need to price more than one SKU?

Use the same formulas across a full catalog with the bulk markup calculator.

Open Bulk Calculator
How-To

Step-by-Step: How to Calculate Markup Percentage

The markup percentage formula is straightforward, but the cleanest way to use it is to separate the job into a few repeatable steps.

Step 1

Determine your cost

Find the full cost of goods sold, including product cost and any variable fulfillment costs you want your price to cover.
Step 2

Determine your selling price

Use your current price, or decide what price you want to charge before backing into the markup percentage.
Step 3

Calculate gross profit

Subtract cost from selling price. This gives you the raw profit dollars that the markup formula turns into a percentage.
Step 4

Divide profit by cost and multiply by 100

That final step converts the profit-on-cost ratio into markup percentage, which is the version merchants, buyers, and cost-plus teams usually use.

In practice, markup calculation starts with cost discipline. If your cost number is incomplete, your markup percentage will look mathematically correct but still produce the wrong selling price. That is why buyers and operators often roll shipping, packaging, payment processing, or variable marketplace fees into the cost figure before they apply the formula. The markup calculation itself does not change. The quality of the input does.

After cost and price are known, profit is the easy part: selling price minus cost. The most common operational mistake happens in the final step, when someone divides by price instead of cost. That turns the result into margin, not markup. In accounting or reporting contexts, that may be intentional. In cost-plus pricing, it is usually an error. The safest habit is to say the denominator out loud: markup uses cost, margin uses revenue.

Once you understand that sequence, every other markup formula becomes a rearrangement of the same relationship. Reverse cost formulas divide price by a markup factor. Selling price formulas multiply cost by a markup factor. Profit formulas strip the percentage back down to raw dollars. That is why learning the core markup equation properly saves time across every related spreadsheet and pricing policy.

Reference Library

Markup Formula — All Variations

This is the full reference layer behind the verifier. If you know any two pricing variables, one of these forms gets you to the third.

Markup % formulas

From cost and selling price
Markup % = (Selling Price - Cost) / Cost x 100
From cost and profit
Markup % = Profit / Cost x 100
From margin %
Markup % = Margin% / (100 - Margin%) x 100

Selling price formulas

From cost and markup %
Selling Price = Cost x (1 + Markup% / 100)
From cost and margin %
Selling Price = Cost / (1 - Margin% / 100)
From cost and profit
Selling Price = Cost + Profit

Cost (reverse) formulas

From selling price and markup %
Cost = Selling Price / (1 + Markup% / 100)
From selling price and margin %
Cost = Selling Price x (1 - Margin% / 100)
From selling price and profit
Cost = Selling Price - Profit

Profit formulas

From selling price and cost
Profit = Selling Price - Cost
From cost and markup %
Profit = Cost x (Markup% / 100)
From selling price and margin %
Profit = Selling Price x (Margin% / 100)

Think of these variations as algebraic routes through the same pricing system. You are not learning unrelated equations. You are learning which variable needs to be isolated based on the information you already have. That matters in real businesses because different teams start from different known inputs. Procurement knows cost. Merchandising may know target markup. Finance may know target margin. Sales may know the market price ceiling.

Spreadsheet Syntax

Markup Formula in Excel & Google Sheets

Spreadsheet searches around markup formula are usually not about theory. They are about getting the exact denominator right in a live sheet.

A = Cost, B = Selling Price, C = Markup %

Markup formulas for spreadsheets

Calculate markup %
=(B2-A2)/A2
=(B2-A2)/A2*100
Calculate selling price from markup %
=A2*(1+C2)
=A2*(1+C2/100)
Calculate cost from selling price and markup %
=B2/(1+C2)
=B2/(1+C2/100)
Calculate profit
=B2-A2

These formulas work the same way in Excel and Google Sheets. The only decision you need to make is whether your markup input cell stores `0.25` or `25`.

If you want a starter file, download the prefilled template and drag the formulas down the column for a full product list.

Download Excel Template

The main spreadsheet nuance is input format. If your markup cell stores 25% as a decimal, the formula expects `0.25`. If your sheet stores 25 as a whole number, you need to divide by 100 inside the formula. That is why both versions are listed above. In Excel, you can also enter the decimal formula and then format the result cell as a percentage so the sheet reads cleanly without changing the underlying math.

Once the formula is correct in row 2, the workflow is usually simple: drag it down the column, lock any cells that hold assumptions, and use the template if you want a ready-made starting sheet. If you need batch pricing beyond one worksheet, the bulk markup calculator handles the same logic across multiple products without forcing you back into manual spreadsheet setup.

Compare the Denominator

Markup Formula vs Margin Formula

The only real difference is the denominator, but that one detail changes the percentage enough to break pricing decisions when teams treat the terms as interchangeable.

Markup formula

Markup % = (Price - Cost) / Cost x 100

Denominator = cost.

Use it when cost is your anchor and you need a cost-plus price.

Example: $20 profit on $80 cost = 25% markup.

Margin formula

Margin % = (Price - Cost) / Price x 100

Denominator = price.

Use it when revenue is the reporting lens and profitability is the goal.

Example: the same $20 profit on $100 revenue = 20% margin.

Key rule: for the same product, markup % is always higher than margin %.

A 25% markup equals a 20% margin. A 50% markup equals a 33.3% margin. If you need the full side-by-side walkthrough, open the markup vs margin guide. If your workflow starts from profitability targets instead of cost targets, the margin calculator gives you the revenue-based lens directly.

Applied Pricing

Markup Formula by Scenario

Search intent around markup formula is usually attached to a job: price a SKU, price a menu item, reverse a cost ceiling, or convert a target margin.

Retail scenario

A clothing store buys a jacket for $45 and wants a 60% markup.

Selling Price = $45 x (1 + 60 / 100) = $72.00
Profit = $72.00 - $45.00 = $27.00
Margin = $27.00 / $72.00 x 100 = 37.5%

Restaurant scenario

A dish costs $8 to make and the restaurant wants a 200% markup.

Selling Price = $8 x (1 + 200 / 100) = $24.00
Profit = $24.00 - $8.00 = $16.00
Margin = $16.00 / $24.00 x 100 = 66.7%

Reverse cost scenario

You want to sell a product for $50 with a 40% markup. What is the maximum cost?

Cost = $50 / (1 + 40 / 100)
Cost = $50 / 1.40
Cost = $35.71

Target margin scenario

You need a 35% gross margin and want the markup equivalent.

Markup % = 35 / (100 - 35) x 100
Markup % = 35 / 65 x 100
Markup % = 53.8%

Scenario-based examples are where formula pages usually become useful instead of abstract. A retailer usually starts with cost and a markup target. A restaurant thinks in menu multiples because food cost percentages need to absorb waste, labor, and rent. A buyer or importer often works backward from a market price to find the maximum acceptable landed cost. A finance lead may start with a target gross margin and need to translate it back into markup so the buying team can execute it.

If you need wider context for what ranges are common in each sector, compare these examples with the industry benchmarks page before locking in a pricing policy.

Common Errors

Common Markup Formula Mistakes

Most markup mistakes are not advanced math problems. They are denominator and input-format mistakes that quietly compound across a spreadsheet.

Using the margin formula instead of the markup formula

Wrong
Markup % = Profit / Revenue x 100
Correct
Markup % = Profit / Cost x 100

If the denominator is revenue, you are calculating margin, not markup.

Confusing markup % with the multiplier

Wrong
50% markup means multiply cost by 0.5
Correct
50% markup means multiply cost by 1.5

Markup percentage is the add-on. The multiplier is 1 plus that add-on.

Assuming markup and margin percentages are interchangeable

Wrong
50% markup = 50% margin
Correct
50% markup = 33.3% margin

Same profit dollars, different denominator. Review the full markup vs margin explanation if your team keeps mixing the two.

Using the wrong Excel denominator

Wrong
=(B2-A2)/B2
Correct
=(B2-A2)/A2

The first formula returns margin. The second formula returns markup.

The fastest way to avoid these errors is to keep one rule visible in your sheet: markup uses cost in the denominator, margin uses price. That is why the dedicated markup vs margin guide exists. It is also why the markup calculator and this formula page belong together. One page gives you the equations, and the other gives you the live pricing workflow.

FAQ

Markup Formula FAQ

These are the markup formula questions that keep recurring because teams need the equation, the spreadsheet syntax, and the denominator rule in one place.

Related Tools

Take the formula into a calculator, benchmark, or pricing workflow.

Use the formula reference here when you need exact equations, then move into the next tool when you need conversion, batch pricing, or a broader pricing strategy guide.

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