On This Page
- What markup means
- Markup formula
- How to calculate markup percentage
- How to calculate selling price using markup percentage
- How to read the markup chart
- Markup vs margin
- Markup to margin and margin to markup
- Reverse markup calculations
- Retail, contractor, parts, and labor markup
- Worked pricing examples
- Markup formula in Excel
- Frequently asked questions
What Markup Means
Markup is the amount added to cost to set a selling price. If an item costs $40 and sells for $60, the markup amount is $20.
Use a markup calculator when you need a quick selling price, want to check retail markup, or need to compare markup percentage with gross margin before changing prices.
Markup Formula
The main markup percentage formula is:
- Cost is what you pay to buy, make, or deliver the item.
- Selling price is what the customer pays.
- Markup amount is selling price minus cost.
The important detail is the base: markup is measured against cost, not against selling price.
How to Calculate Markup Percentage
To calculate markup percentage by hand, start with cost and selling price. Keep both numbers in the same currency and use the cost as the denominator.
Step 1: Find the Cost
Use the real cost of the product or job. For retail, this may be wholesale cost. For services, it may include materials or direct labor for that one job.
Step 2: Find the Selling Price
This is the price charged to the customer before taxes, discounts, or optional fees unless your problem says otherwise.
Step 3: Subtract Cost From Selling Price
This gives the markup amount, also called gross profit on that item.
Step 4: Divide by Cost and Multiply by 100
Dividing by cost converts the markup amount into a markup rate. Multiplying by 100 turns it into a percentage.
How to Calculate Selling Price Using Markup Percentage
If you know the cost and the markup percentage you want, calculate selling price by multiplying cost by one plus the markup rate.
For example, a 30% markup means you multiply cost by 1.30. A 50% markup means you multiply cost by 1.50.
How to Read the Markup Chart
The price breakdown chart shows how your selling price is built. The cost part is the money needed to buy, make, or deliver the item, and the markup part is the extra amount added on top.
For example, if an item costs $40 and sells for $60, the chart reads as $40 cost plus $20 markup equals a $60 selling price. This makes it easier to see whether most of the customer price is covering cost or creating gross profit.
Price Breakdown Bar
The first bar compares cost and markup amount inside the final selling price. A larger cost section means less room for gross profit unless the selling price increases.
If the markup section turns negative, the selling price is below cost. That means the item is being sold at a loss before fixed costs, taxes, or other expenses are even considered.
Markup vs Margin Bars
The comparison bars help you avoid a common pricing mistake. Markup is based on cost, while gross margin is based on selling price, so the markup percentage will usually look higher than the margin percentage for the same item.
Use the markup bar when you are setting a price from cost. Use the margin bar when you want to understand how much of each sale remains as gross profit.
Markup vs Margin
Markup and margin both compare price and cost, but they use different bases. This is why a 50% markup is not the same as a 50% margin.
| Metric | Formula | Base |
|---|---|---|
| Markup | (selling price - cost) / cost × 100 | Cost |
| Gross margin | (selling price - cost) / selling price × 100 | Selling price |
Use markup when setting price from cost. Use margin when checking what share of the sale remains as gross profit.
Markup to Margin and Margin to Markup
Many pricing mistakes happen because someone asks for a margin but enters a markup, or the other way around. The two numbers are connected, but they are not interchangeable.
Use decimals in these formulas. For example, 50% markup is 0.50 / 1.50 = 0.3333, or a 33.33% margin.
Reverse Markup Calculations
A reverse markup calculator helps when you know the selling price and markup percentage but need to estimate the original cost.
This helps when checking vendor quotes, retail price targets, or a price list where the markup rate is known but the cost is missing.
Retail, Contractor, Parts, and Labor Markup
Retail markup usually starts with wholesale cost and ends with shelf price. Contractor markup often starts with parts, materials, labor, or subcontractor cost and adds a percentage to cover overhead and profit.
For parts markup or labor markup, use the same formula as long as you are pricing one cost item at a time. If you need to know how many jobs or units must be sold to cover monthly fixed costs, that is a break-even problem rather than a markup problem.
Worked Pricing Examples
Example 1: Find Markup Percentage From Cost and Selling Price
Problem: A shop buys a product for $40 and sells it for $60. Find the markup amount and markup percentage.
- Markup amount = $60 - $40 = $20
- Markup percentage = $20 / $40 × 100
- Markup percentage = 50%
Answer: The product has a $20 markup and a 50% markup percentage.
Example 2: Calculate Selling Price With a 30% Markup
Problem: A contractor pays $250 for parts and wants to add a 30% markup. What selling price should be charged for the parts?
- Selling price = cost × (1 + markup / 100)
- Selling price = $250 × 1.30
- Selling price = $325
Answer: The marked-up selling price is $325.
Example 3: Retail Markup From Wholesale Cost
Problem: A retailer buys a jacket wholesale for $32 and prices it at $79. What is the retail markup percentage?
- Markup amount = $79 - $32 = $47
- Markup percentage = $47 / $32 × 100
- Markup percentage = 146.875%
Answer: The retail markup is about 146.9%.
Example 4: Margin and Markup Are Different
Problem: A product costs $80 and sells for $120. Compare markup and gross margin.
- Gross profit = $120 - $80 = $40
- Markup = $40 / $80 × 100 = 50%
- Gross margin = $40 / $120 × 100 = 33.33%
Answer: The item has a 50% markup but only a 33.33% gross margin.
Example 5: Reverse Markup From Selling Price
Problem: A product sells for $90 and the price includes a 50% markup on cost. Estimate the cost.
- Cost = selling price / (1 + markup / 100)
- Cost = $90 / 1.50
- Cost = $60
Answer: The estimated cost is $60.
Markup Formula in Excel
You can calculate markup in Excel or Google Sheets with cost in one cell and selling price in another.
| Cell | Input | Example |
|---|---|---|
| A1 | Cost | 40 |
| A2 | Selling price | 60 |
| A3 | Markup percentage formula | =(A2-A1)/A1 |
| A4 | Selling price from 30% markup | =A1*(1+30%) |
Format the markup result as a percentage. If you want the markup as a plain number instead, multiply the formula by 100.
Before You Use the Price
Markup is a pricing tool, not a full profit plan. It does not include fixed costs, sales volume, taxes, refunds, or overhead by itself. For sales volume planning, use the Break Even Point Calculator.
Frequently Asked Questions
How do you calculate markup?
Subtract cost from selling price, divide the result by cost, and multiply by 100.
How do you calculate markup percentage?
Use markup percentage = (selling price - cost) / cost × 100. The calculator above does this automatically.
How do you calculate selling price using markup percentage?
Use selling price = cost × (1 + markup percentage / 100). For a 25% markup, multiply cost by 1.25.
What is the difference between markup and margin?
Markup divides profit by cost. Margin divides profit by selling price. Because the base is different, the percentages are not the same.
How do you calculate markup from margin?
Use markup = margin / (1 - margin) when margin is written as a decimal. For example, 40% margin is 0.40 / 0.60 = 0.6667, or 66.67% markup.
Can markup be over 100%?
Yes. A markup over 100% means the markup amount is greater than the cost. For example, buying for $20 and selling for $50 gives a 150% markup.