🏷️ Markup Calculator

Turn your cost and desired markup into a selling price, see the equivalent margin, and compare common markup percentages side by side.

Pricing Details
$
🏷️

Ready to Calculate

Enter your cost and markup, then click Calculate to see results.

Markup Results
Selling Price
per unit
Profit per Unit
price − cost
Margin %
of selling price
Total Profit
Markup ↔ Margin Conversion
Markup %Margin %Selling Price at Your Cost

Margin % = Markup % ÷ (100 + Markup %) × 100. Margin is always lower than markup for the same price.

Guide

About the Markup Calculator

Last updated: August 2026 · Reviewed by the NeftCal editorial team

This markup calculator converts a cost per unit and a desired markup percentage into a selling price, then shows the equivalent gross margin so you can see both sides of the same pricing decision at once. Enter your cost, your target markup, and a quantity, and it instantly returns selling price, profit per unit, margin percentage, and total profit at that volume — plus a markup-to-margin conversion table spanning 10% to 200% markup tiers.

Markup and margin are two different percentages built from the same two numbers — cost and selling price — and mixing them up is one of the most common pricing mistakes small businesses make. This calculator keeps both figures side by side so you never have to guess which one a supplier, spreadsheet, or benchmark is quoting. If you already know your target margin and want a deeper breakdown of revenue against cost of goods sold, NeftCal's Profit Margin Calculator and Gross Profit Calculator build on the same underlying numbers.

Who Should Use This Calculator

This tool is built for retailers setting shelf prices from a landed cost, wholesalers and distributors pricing on thin margins, manufacturers converting a per-unit production cost into a wholesale price, e-commerce sellers checking a SKU's markup before listing it, and service businesses that price by adding a percentage on top of direct cost. It's equally useful for anyone translating a markup percentage quoted by a supplier or manager into the margin percentage their business actually reports on.

Why It Matters for Pricing Decisions

A markup that looks generous on paper can produce a surprisingly thin margin — a 100% markup is only a 50% margin, and a 25% markup is barely a 20% margin. Since margin, not markup, is the figure used in most financial statements, commission structures, and industry benchmarks, pricing purely off a markup percentage without checking the resulting margin can leave a business quietly under-pricing its products relative to what it thinks it's earning.

Common Scenarios

  • Setting a retail selling price from a landed unit cost and a target markup percentage
  • Converting a supplier-quoted markup into the margin percentage used in internal reporting
  • Comparing wholesale markup tiers against retail markup tiers for the same product line
  • Projecting total profit across a bulk order once quantity and cost per unit are known
  • Reverse-engineering the markup percentage needed to hit a specific target margin

Tips for Accurate Results

  • Use your fully landed cost per unit — including freight, packaging, and handling — not just the wholesale purchase price, or your markup will overstate real profitability.
  • Remember margin is always lower than markup on the same sale; never use one number where the other is expected, especially when comparing to published industry margin benchmarks.
  • Re-run the calculation whenever supplier costs change — a fixed markup percentage on a rising cost still increases your selling price, but your margin percentage stays constant only if you keep the markup ratio fixed.
  • For volume-based decisions, check the Total Profit figure, not just the per-unit numbers, since quantity discounts or bulk costs can shift your effective cost per unit.
Formula

How Markup is Calculated

Markup expresses profit as a percentage of cost, not selling price.

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

Markup Is Based on Cost

Markup % = (Selling Price − Cost) ÷ Cost × 100. Because it divides by the smaller number (cost), markup percentages are always higher than the equivalent margin percentage.

📐

Margin Is Based on Price

Margin % = (Selling Price − Cost) ÷ Selling Price × 100. Margin tells you what share of each sales dollar is profit — the figure most financial benchmarks actually use.

🔁

Converting Between Them

Margin % = Markup % ÷ (100 + Markup %) × 100, and Markup % = Margin % ÷ (100 − Margin %) × 100. Keep both numbers handy so you're never comparing apples to oranges.

⚙️ Why This Formula Works

Multiplying cost by (1 + Markup % ÷ 100) adds exactly the desired percentage of cost on top of cost itself, producing a selling price where profit is a fixed proportion of what you paid. Because markup and margin are two different percentages built on two different base numbers — cost versus price — from the very same profit dollar amount, converting between them with Margin % = Markup % ÷ (100 + Markup %) × 100 always produces a margin lower than the markup, since price is always larger than cost for any profitable sale.

🎯 When to Use This Formula

  • Setting a selling price directly from a known unit cost and a target markup percentage
  • Checking what margin percentage a supplier- or manager-quoted markup actually delivers
  • Comparing markup tiers across products before finalizing a price list
  • Working backward from a target margin to the markup percentage needed to hit it

📋 Assumptions

  • Cost per unit is your true, fully landed cost, including freight and handling
  • The markup percentage applies uniformly to the entered cost, with no separate discounts layered in
  • Quantity scales total revenue and total profit only — it does not change the per-unit price or percentages
  • No sales tax, VAT, or payment-processing fees are subtracted from the selling price

⚠️ Limitations of the Formula

  • Doesn't factor in competitor pricing, demand elasticity, or what the market will actually bear
  • Doesn't separate fixed and variable costs — pair with a Break-Even Calculator for that split
  • Assumes cost per unit stays constant, ignoring bulk-purchase discounts at higher quantities
  • A single-scenario snapshot — doesn't model cost or price changes over time
Walkthrough

Step-by-Step: How to Use the Markup Calculator

From cost entry to a full markup-to-margin breakdown in seconds

Enter your cost per unit

Input your fully landed cost per unit, including freight, packaging, and handling — not just the wholesale purchase price.

Enter your desired markup percentage

Input the markup percentage you want to apply on top of cost.

Enter a quantity

Add the number of units you plan to sell to see projected total revenue and total profit alongside the per-unit numbers.

Click Calculate

The calculator instantly computes selling price, profit per unit, margin percentage, and totals at your entered quantity.

Review the markup-to-margin conversion table

Scan common markup tiers from 10% to 200% to see the equivalent margin and selling price for each, with your entered markup highlighted if it matches a listed tier.

Re-run with different inputs

Adjust cost or markup to compare pricing scenarios, then export your result if you need a saved record.

Example

Worked Example

A realistic retail markup calculation, step by step

Scenario

Suppose you import a product at a fully landed cost of $50 per unit, apply a 40% markup, and plan to sell 100 units this month.

Cost per Unit$50.00
Markup %40%
Quantity100 units
PeriodMonthly
Step 1 — Selling price: Selling Price = $50 × (1 + 40 ÷ 100) = $50 × 1.40 = $70.00.
Step 2 — Profit per unit: Profit per Unit = $70.00 − $50.00 = $20.00.
Step 3 — Margin %: Margin % = $20.00 ÷ $70.00 × 100 = 28.57% — noticeably lower than the 40% markup, even though it's built from the same $20 of profit.
Step 4 — Totals at 100 units: Total Revenue = $70.00 × 100 = $7,000.00. Total Profit = $20.00 × 100 = $2,000.00.
Selling Price
$70.00
Margin %
28.57%
Total Profit
$2,000.00

Explanation: The 40% markup adds $20 on top of the $50 cost, but because margin is measured against the larger selling price ($70) rather than the smaller cost ($50), the same $20 of profit only works out to a 28.57% margin. Confusing the two would make this business think it's keeping several cents more profit per dollar of revenue than it actually is.

Checking the conversion table: the calculator's own conversion table confirms this — the 40% row shows a 28.57% margin and a $70.00 selling price at a $50 cost, matching this worked example exactly, since the underlying formula is identical regardless of which tier you check.

Interpretation

Understanding Your Results

Typical markup ranges by business type — general reference bands, not a formal standard

There's no single "correct" markup percentage — it depends heavily on your industry, overhead structure, and how much handling a product needs between cost and sale. These bands are a general reference point drawn from common retail, wholesale, and service pricing practices.

Markup RangeGeneral ReadTypical Business Context
Under 25%Thin markup, common in high-volume, low-touch salesWholesale distribution, big-box retail, grocery
25% – 75%Moderate, typical range for most retail and product businessesGeneral retail, e-commerce, light manufacturing
Over 75%High markup, common where service, scarcity, or brand adds valueRestaurants (food-cost basis), specialty/handmade goods, professional services

For retail and wholesale pricing: a thin markup isn't automatically a warning sign if it matches your industry's typical volume-driven model — wholesale distributors routinely operate on 10–25% markup and still turn a healthy profit because of scale.

For margin comparisons: always convert markup to margin before comparing your pricing to a margin-based benchmark or commission structure — the two numbers look similar but diverge quickly as markup rises, and treating them interchangeably will misstate your actual profitability.

Risk considerations: this calculator assumes your entered cost is fully landed and doesn't factor in competitor pricing, demand elasticity, or how a higher markup might reduce the volume you can actually sell. Treat the result as a pricing reference point to test, not a guaranteed profitable price.

ℹ️

This calculator provides estimates for educational and informational purposes only. Results may vary depending on business conditions, accounting methods, taxes, market trends, and other factors. It should not be considered financial, legal, tax, accounting, or investment advice. Consult qualified professionals before making business decisions.

Use Cases

Practical Use Cases for the Markup Calculator

Where a quick markup-to-margin conversion earns its keep

🏪

Retail shelf pricing

Convert a landed unit cost and target markup into the price tag customers actually see.

📦

Wholesale & distribution pricing

Check that thin wholesale markups still translate into a workable margin at volume.

🛒

E-commerce SKU pricing

Price individual listings from cost and markup before publishing to a storefront.

🏭

Manufacturer-to-retailer pricing

Set a wholesale price from production cost using a consistent markup formula.

🍽️

Restaurant menu pricing

Apply food-cost-basis markups that run far higher than typical retail tiers.

🧵

Handmade & specialty goods

Price artisan or custom products where markups often exceed 100%.

🔁

Markup-to-margin conversion

Translate a supplier- or manager-quoted markup into the margin your reports actually use.

🎯

Reverse pricing from target margin

Work out the markup percentage needed to hit a specific margin goal.

📊

Price list & tier comparison

Compare markup tiers side by side using the built-in 10%–200% conversion table.

📈

Bulk order profit projection

Project total profit and revenue across a specific order quantity.

🎓

Learning markup vs. margin

See side by side, with real numbers, why markup and margin are never the same percentage.

🤝

Supplier & vendor negotiations

Check how a proposed cost change would shift your selling price at a fixed markup.

Pros & Cons

Advantages and Limitations

What this markup calculator does well, and where it can't replace a full pricing strategy

✅ Advantages

  • Free, instant, and requires no signup or personal information
  • Runs entirely in your browser — cost and markup figures are never sent to a server
  • Shows markup and margin side by side, removing the guesswork from converting between them
  • Built-in conversion table covers common markup tiers from 10% to 200% in one view
  • Quantity field projects total revenue and total profit alongside per-unit figures
  • Handles negative markups so you can see the effect of pricing below cost
  • Downloadable plain-text summary of your results
  • Works for retail, wholesale, manufacturing, and service pricing alike
  • Fast, mobile-friendly, and requires no spreadsheet setup
  • Simple enough for a quick price check, but accurate enough for real pricing decisions

⚠️ Limitations

  • Doesn't factor in competitor pricing, demand elasticity, or market positioning
  • Assumes cost per unit is accurate and already fully landed — garbage in, garbage out
  • Doesn't separate fixed and variable costs — use the Break-Even Calculator for that split
  • Doesn't account for sales tax, payment processing fees, or returns and discounts
  • A single-scenario snapshot — doesn't model cost changes or price trends over time
  • Not a substitute for a licensed accountant or a full pricing strategy
Reference

Markup vs. Margin Compared

Same two numbers, two different percentages — and two different uses

FeatureMarkupMargin
Divides profit byCostSelling Price
Formula(Price − Cost) ÷ Cost × 100(Price − Cost) ÷ Price × 100
Relative sizeAlways higher, for any profitable priceAlways lower, for any profitable price
Typically used forSetting a selling price from costReporting profitability, benchmarks
Best NeftCal calculatorThis Markup CalculatorProfit Margin Calculator

Both figures come from the exact same two inputs — cost and selling price — but they answer different questions. Markup tells you how much you added on top of cost to arrive at a price; margin tells you what share of the final sale is profit. This calculator computes both from a single cost-and-markup entry so you never have to convert by hand. When you need the fuller margin picture — gross, operating, and net margin together — NeftCal's Profit Margin Calculator takes the analysis further.

Common Mistakes and Expert Tips

❌ Common Mistakes

  • Using markup and margin interchangeably, as if a 40% markup and a 40% margin were the same price
  • Entering only the wholesale purchase price as cost, leaving out freight, packaging, and handling
  • Comparing your markup percentage directly against a margin-based industry benchmark
  • Forgetting that quantity only scales totals, not the per-unit markup or margin percentages
  • Assuming a higher markup always means a proportionally higher margin, rather than a diminishing one
  • Setting a markup once and never revisiting it as supplier costs change

💡 Expert Tips & Best Practices

  • Always check the equivalent margin before finalizing a markup-based price, especially for reporting
  • Use your fully landed cost, not just the wholesale purchase price, for a realistic markup
  • Scan the conversion table to see how nearby markup tiers compare before settling on one
  • Recalculate whenever supplier costs shift materially — a fixed markup on a rising cost still raises price, but check that the margin stays where you expect
  • Pair this calculator with NeftCal's Break-Even Calculator to confirm your markup also covers fixed costs at expected volume
FAQ

Frequently Asked Questions

Common questions about markup calculations

What's the difference between markup and margin?
Markup is profit expressed as a percentage of cost: Markup % = (Selling Price − Cost) / Cost × 100. Margin is profit expressed as a percentage of selling price: Margin % = (Selling Price − Cost) / Selling Price × 100. The same dollar amount of profit produces a higher markup % than margin % because the denominators differ (cost vs. price, and price is always larger).
How do I convert markup % to margin %?
Margin % = Markup % / (100 + Markup %) × 100. For example, a 40% markup converts to a 28.57% margin: 40 / 140 × 100 = 28.57%. To go the other direction, Markup % = Margin % / (100 − Margin %) × 100.
What's a good markup percentage?
It depends heavily on industry. Retail commonly uses 30–50% markup, restaurants often target 60–300% markup on menu items (food cost basis), wholesale/distribution runs 10–25%, and specialty or handmade goods can exceed 100%. The right markup balances competitiveness with covering overhead and generating acceptable margin.
Why does the same markup produce a lower margin?
Because markup is calculated on cost (a smaller base) while margin is calculated on selling price (a larger base, since price = cost + profit). Dividing the same profit dollar amount by a larger number always yields a smaller percentage, so margin % is always lower than markup % for any profitable price (assuming markup > 0).
Does quantity affect the markup or margin percentage?
No. Markup % and Margin % are both per-unit ratios and stay the same regardless of how many units you sell. Quantity only scales the total dollar profit and total revenue, not the percentages.
How does this calculator turn cost and markup into a selling price?
It multiplies your cost per unit by (1 + Markup % ÷ 100). For example, a $50 cost with a 40% markup gives Selling Price = $50 × 1.40 = $70.00. Profit per unit is Selling Price − Cost = $20.00, and the equivalent margin is $20 ÷ $70 × 100 = 28.57%.
What happens if I enter a negative markup percentage?
A negative markup means you're pricing below cost — the calculator still computes a result as long as markup stays above -100% (a price of $0). Between -100% and 0%, profit per unit and margin will both be negative, showing you're selling at a loss; below -100% the calculator blocks the calculation since a negative selling price isn't meaningful.
What's the difference between markup and gross profit?
Gross profit is a dollar amount — Selling Price minus Cost. Markup is that same dollar amount expressed as a percentage of cost. A $20 gross profit on a $50 cost is a 40% markup; the same $20 gross profit on a $100 cost is only a 20% markup, even though the dollar profit is identical.
How do I set a markup if I already know my target margin?
Convert margin to markup first: Markup % = Margin % ÷ (100 − Margin %) × 100. For example, a 30% target margin needs a 42.86% markup (30 ÷ 70 × 100). Enter that markup percentage into the calculator along with your cost to get the exact selling price that hits your target margin.
What is keystone markup?
Keystone markup is retail shorthand for a 100% markup — doubling your cost to set the selling price. A product that costs $50 would sell for $100 under keystone pricing, which is equivalent to a 50% margin. It's a common starting point in apparel and specialty retail before adjusting for competition and demand.
Does this calculator account for shipping, taxes, or other landed costs?
No — Cost per Unit should already be your fully landed cost, including freight, packaging, duties, and handling, before you enter it. The calculator only applies the markup percentage to whatever cost figure you provide, so if you enter just the wholesale purchase price, your results will overstate real profitability.
How does the Quantity field change my results?
Quantity doesn't change the Selling Price, Profit per Unit, or Margin % — those are all per-unit ratios. It only scales the Total Profit and total revenue figures shown alongside the per-unit results, letting you see what a given markup produces at a specific sales volume.
Can I use this calculator for wholesale or bulk pricing?
Yes. Enter your wholesale unit cost, your target markup percentage, and the order quantity to see both the per-unit selling price and the total profit across the whole order. Wholesale markups are typically much thinner than retail markups — often 10–25% — since wholesale customers buy in volume.
Why is my markup percentage always higher than my margin percentage?
Because markup divides profit by cost (the smaller number) while margin divides the same profit by selling price (the larger number, since price = cost + profit). Dividing by a smaller denominator always produces a bigger percentage, so for any profitable price, markup % is mathematically always higher than margin %.
What does the markup-to-margin conversion table show?
It lists common markup tiers from 10% to 200% and shows the equivalent margin percentage and resulting selling price for each, calculated at your entered cost. If your entered markup matches one of the listed tiers, that row is highlighted so you can quickly compare your pricing to nearby markup levels.
Learn More

Authoritative External Resources

Official guidance to complement this calculator — not a substitute for licensed accounting advice

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