Profit Margin Calculator
Calculate profit margin, markup percentage, and gross profit from revenue and cost. Essential for pricing decisions.
The Profit Margin Calculator turns two numbers — Revenue (Selling Price) and Cost — into the four figures a pricing decision actually needs: Profit, Profit Margin, Markup, and Cost Ratio. Revenue is the input this calculator is most sensitive to: because Profit is simply Revenue minus Cost, a given percentage change in Revenue moves Profit by a larger absolute amount than the same percentage change in Cost whenever Revenue exceeds Cost, which is the normal, profitable case. The distinction the calculator is built to surface is the one that trips up a lot of pricing conversations: Profit Margin expresses profit as a share of the selling price (what a customer pays), while Markup expresses the identical dollar profit as a share of what the item cost you to acquire or produce — the two percentages are never equal except at zero profit, and markup is always the larger number for any profitable sale. What this calculator does not do is separate cost of goods sold from operating expenses, taxes, shipping, or returns — Cost here is whatever single figure you enter, so if you want a true net margin you need to include every cost that applies before you enter it.
Inputs
Results
Profit
$40.00
≈ 8 cups of coffee
Profit Margin
40%
How to Use This Calculator
- Enter revenue (selling price) and cost for the item or period.
- Review Profit, Profit Margin (%), Markup (%), and Cost Ratio.
- Use the difference between margin and markup to set pricing that hits your target profitability.
How the result changes with Revenue (Selling Price)
| Revenue (Selling Price) | Profit | Profit Margin |
|---|---|---|
| $100,000,000.00 | $99,999,940.00 | 100% |
| $350,000,000.00 | $349,999,940.00 | 100% |
| $649,999,999.00 | $649,999,939.00 | 100% |
| $899,999,999.00 | $899,999,939.00 | 100% |
What each input means
- Revenue (Selling Price)
- Total selling price or revenue received from the sale.
- Cost
- Total cost of goods sold (COGS) or production cost.
What each result means
- Profit Margin
- Profit as a percentage of revenue.
- Markup
- Profit as a percentage of cost.
How this is calculated
Worked example, using the default values
- Identify Input ParametersRevenue (Selling Price) = 100, Cost = 60 = 2 input(s) provided
- Calculate ProfitProfit40 = $40
- Calculate Profit MarginProfit Margin40 = 40
- Calculate MarkupMarkup66.67 = 66.67
- Calculate Cost RatioCost Ratio60 = 60
Engine last updated .
Frequently Asked Questions
What's the difference between profit margin and markup?
Profit Margin divides your profit by Revenue (the selling price), showing what share of each sales dollar you keep, while Markup divides that same dollar profit by Cost instead, showing how much you added on top of what the item cost you. For any profitable sale the two percentages are always different — markup is mathematically always the larger figure — so quoting a 50% markup and a 50% margin describe two very different pricing situations. (The one exception is a cost of exactly zero, where markup is mathematically undefined — the calculator shows 0% rather than infinity.)
How do I calculate the profit margin on a sale?
Subtract Cost from Revenue to get Profit, then divide that profit by Revenue and multiply by 100 to get Profit Margin as a percentage. This calculator does that automatically once you enter Revenue and Cost, and also computes Markup and Cost Ratio (cost as a percentage of revenue) from the same two inputs so you can see all four figures at once.
Does revenue or cost matter more to my profit margin?
Dollar for dollar they matter equally: Profit is Revenue minus Cost, so a dollar shaved off Cost adds exactly as much Profit as a dollar added to Revenue. What differs is proportional change — if Revenue is the larger of the two numbers, a 1% move in Revenue is a bigger dollar move than a 1% move in Cost, which is why price changes usually swamp sourcing savings in practice. Profit Margin itself responds to both: raising Cost while holding Revenue fixed always pulls the margin percentage down.
Why is markup always higher than margin for the same sale?
Because markup and margin use different denominators for the identical dollar profit: markup divides by the smaller number (Cost), while margin divides by the larger number (Revenue, which by definition includes both cost and profit). Dividing the same profit figure by a smaller base always produces a larger percentage, so markup outpaces margin on every profitable sale, and the gap between them widens as your margin gets thinner.
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