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🏷️ Free Markup Calculator 2026

Calculate markup percentage, selling price, profit margin, and gross profit. Compare markup vs margin with visual charts and industry benchmarks.

Calculate by Cost + Markup

$
%

Results

$70.00
Selling Price
Markup Amount
$20.00
Profit Margin
28.6%
Gross Profit
$20.00
Markup %
40.0%
Selling Price = Cost × (1 + Markup %)
Margin % = (Price - Cost) / Price × 100

Calculate by Cost + Price

$
$

Results

50%
Markup Percentage
Markup Amount
$25.00
Profit Margin
33.3%
Gross Profit
$25.00
ROI
50.0%
Markup % = (Price - Cost) / Cost × 100
Margin % = (Price - Cost) / Price × 100

Calculate by Price + Margin

$
%

Results

$70.00
Maximum Cost Price
Profit per Unit
$30.00
Markup %
42.9%
Margin %
30.0%
Cost Ratio
70.0%
Cost = Price × (1 - Margin %)
Markup % = Margin % / (1 - Margin %)

Bulk Product Markup Calculator

Calculate markup for multiple products at once. Perfect for retail pricing and inventory management.

Product Name Cost ($) Markup % Selling Price Profit Margin %
$70.00 $20.00 28.6%
$150.00 $50.00 33.3%
$50.00 $25.00 50.0%

Markup vs Margin Explained

Markup and margin are two different ways to express profit, and understanding the difference is crucial for proper pricing and financial analysis.

What is Markup?

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

Markup shows profit as a percentage of cost. It answers: "How much am I adding to my cost?"

Example: $50 cost, $70 price = 40% markup
You're adding 40% to your cost.

What is Margin?

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

Margin shows profit as a percentage of selling price. It answers: "What percentage of my price is profit?"

Example: $50 cost, $70 price = 28.6% margin
28.6% of your selling price is profit.

Key Difference

The denominator is different! Markup uses cost as the base, while margin uses selling price as the base. This means markup will always be higher than margin for the same transaction.

Quick Example: Cost $60, Sell for $100
× Markup: ($100-$60)/$60 = 66.7%
× Margin: ($100-$60)/$100 = 40%

Visual Comparison Chart

Same dollar profit ($20) expressed as markup vs margin

40%
Markup
($50 cost)
28.6%
Margin
($70 price)

Cost: $50 | Selling Price: $70 | Profit: $20

Converting Between Markup and Margin

Markup % Equivalent Margin % Example (Cost $100)
25% 20% Sell for $125
33.3% 25% Sell for $133
50% 33.3% Sell for $150
66.7% 40% Sell for $167
100% 50% Sell for $200
150% 60% Sell for $250
300% 75% Sell for $400

When to Use Markup vs Margin

Use Markup When:

Use Margin When:

Pro Tip

Most businesses use markup for day-to-day pricing decisions ("let's mark this up 40%"), but report margin in financial statements and business plans. Be consistent within your organization to avoid confusion!

Industry Standard Markups

Different industries have different typical markup percentages based on their business models, competition, and cost structures.

Retail Clothing
100-300%
2-4x cost
Jewelry
300-500%
High markup
Grocery Stores
10-30%
Low margin, high volume
Restaurants
200-400%
Food cost 25-33%
Furniture
100-200%
2-3x wholesale
Electronics
20-50%
Competitive pricing
Pharmaceuticals
50-100%
Varies by type
Services
50-100%
On labor costs
Automotive Parts
40-100%
OEM vs aftermarket
Wholesale
20-30%
Volume business

Factors Affecting Markup

  1. Industry Competition: More competition = lower markups
  2. Product Differentiation: Unique products can command higher markups
  3. Brand Strength: Strong brands support premium pricing
  4. Market Positioning: Luxury vs value positioning
  5. Operating Costs: High overhead requires higher markups
  6. Customer Expectations: What the market will bear
  7. Volume vs Margin Strategy: High volume can support lower markups
  8. Perceived Value: Solutions vs commodities

Markup Formulas Reference

Basic Calculations

Calculate Selling Price

Selling Price = Cost × (1 + Markup %)

Example: $50 cost × 1.40 (40% markup) = $70

Calculate Markup %

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

Example: ($70 - $50) / $50 = 40%

Calculate Cost from Price

Cost = Price / (1 + Markup %)

Example: $70 / 1.40 = $50

Calculate Margin %

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

Example: ($70 - $50) / $70 = 28.6%

Conversion Formulas

Markup to Margin

Margin = Markup / (1 + Markup)

Example: 0.40 / 1.40 = 28.6% margin

Margin to Markup

Markup = Margin / (1 - Margin)

Example: 0.286 / 0.714 = 40% markup

Markup vs Margin: Reference Table

Markup and margin are often confused × they're calculated from different bases. Markup is on cost; margin is on price. Here's the exact conversion table:

Markup %Gross Margin %Example: $100 cost itemIndustry Typical
10%9.1%Sell at $110, profit $10Grocery / bulk commodities
25%20%Sell at $125, profit $25Electronics retail
50%33.3%Sell at $150, profit $50Hardware / home goods
100%50%Sell at $200, profit $100Fashion / apparel
200%66.7%Sell at $300, profit $200Jewelry / software
400%80%Sell at $500, profit $400Restaurant food/beverages
900%90%Sell at $1,000, profit $900SaaS software / pharmaceuticals
Key formula to remember:
Markup = (Price - Cost) × Cost × 100
Margin = (Price - Cost) × Price × 100
Convert: Margin = Markup × (1 + Markup). A 50% markup always equals a 33.3% margin. A 100% markup = 50% margin. They can never be equal (except at 0%).

? Frequently Asked Questions

What's the difference between markup and margin? +
Markup is profit as a percentage of cost (profit/cost), while margin is profit as a percentage of selling price (profit/price). Example: Buy for $50, sell for $70. Markup = 40% ($20/$50), Margin = 28.6% ($20/$70). Markup is always higher than margin for the same transaction because the denominator (cost) is smaller.
What is a good markup percentage? +
A "good" markup depends on your industry and business model. Grocery stores operate on 10-30% markup, retail clothing uses 100-300%, jewelry can be 300-500%. The markup must cover all your operating expenses plus desired profit. Calculate your break-even markup: (Operating Expenses + Desired Profit) / Cost of Goods Sold.
How do I convert markup to margin? +
Use this formula: Margin % = Markup % / (1 + Markup %). Example: 50% markup = 0.50 / 1.50 = 33.3% margin. Or, if you have the prices: Margin = (Price - Cost) / Price × 100. Both formulas give the same result.
What is keystone pricing? +
Keystone pricing is a retail pricing strategy where you double the wholesale cost (100% markup or 50% margin). It's a simple rule of thumb used by many retailers. Example: $50 wholesale cost becomes $100 retail price. While easy to apply, keystone pricing may not be optimal for all products×high-turnover items may work with lower markups, while slow-moving specialty items may need higher markups.
Should I use markup or margin for business planning? +
Use margin for financial planning and analysis because it's standard in accounting and easier to understand profitability. However, use markup for day-to-day pricing decisions because it's more intuitive ("add 50% to cost"). Most businesses use markup internally but report margin externally to investors and in financial statements.
How do I calculate the markup needed to achieve a target profit? +
Required Markup % = (Total Operating Expenses + Desired Profit) / Total Cost of Goods × 100. Example: $100,000 COGS, $40,000 expenses, want $20,000 profit = ($40,000 + $20,000) / $100,000 = 60% average markup needed. Then apply this to individual products, adjusting based on market conditions and competition.
What costs should be included in the cost price? +
Include all direct costs: purchase price, shipping/freight, import duties, packaging directly associated with the product. Do NOT include: rent, salaries, marketing, utilities×these are operating expenses covered by your markup. For manufactured products, include raw materials, direct labor, and manufacturing overhead directly tied to production.