Pricing Calculator
Work backward from your cost and a target profit margin to find the price to charge.
Your Details
Breakdown
Visual split of the key components
- Cost30
- Profit20
Sensitivity
How the result changes across a range
How It Works
- Enter the values on the left.
- Press Calculate to see your results and charts.
- Use Reset to start over from the defaults.
Formula Used
This targets margin (measured against price), not markup (measured against cost).
Good to Know
- • This is the reverse of the profit margin calculation.
- • A 50% margin needs a much bigger markup than 50%.
Important Notes
- • Margins of 100% or more aren't mathematically possible with this formula.
- • Doesn't account for competitor pricing or demand.
Pricing From the Margin You Need
Instead of starting with a markup percentage and checking what margin it happens to produce, this calculator starts with the target margin you actually want and works backward to find the price required to hit it. This is often the more useful direction to work in practice, since many businesses first determine the overall margin needed for the business to be sustainable — covering overhead, generating profit, and remaining competitive — and then price individual items to match that target directly, rather than guessing at a markup and hoping it produces an acceptable margin.
Working backward from margin is especially useful when a business has a company-wide margin target (say, "every product line needs at least a 40% margin to be worth carrying") and needs to quickly check what price a new product requires to meet that standard, given its known cost.
Why High Margins Require Disproportionate Prices
As the target margin approaches 100%, the required price grows without bound — a 90% margin on a $30-cost item requires a $300 selling price, not a modest bump from $30. This is the mathematical reason very high margins are difficult to sustain on physical goods with real, substantial production costs, and are far more common in software or digital services, where the marginal cost of serving one additional customer is often close to zero, making a high margin mathematically achievable at a much more modest price point.
This relationship also explains why margin, not markup, is the more meaningful figure to track when comparing pricing strategy across very different product categories — margin caps out logically at just under 100%, while markup can climb indefinitely without ever quite reaching a 100% margin.
Breaking Down the Terminology
- Target margin — the desired profit percentage of the selling price, used to work backward to a required price.
- Cost — the direct cost to produce or acquire the item being priced.
- Required price — the selling price needed to achieve the target margin given the known cost.
A Hands-On Example: Pricing From a Target Margin
A $30 cost item, with a 40% target margin:
Profit = $50 − $30 = $20
Check: $20 ÷ $50 = 40% ✓
Raising the target margin to 60% on this same $30 cost item pushes the required price to $75 — a $25 price increase, or 50% higher than the 40%-margin price, illustrating how sharply required price rises as target margin climbs, especially in the higher ranges.
Target Margin Price Table
On a $30 cost item:
| Target Margin | Required Price |
|---|---|
| 20% | $37.50 |
| 40% | $50.00 |
| 60% | $75.00 |
Traps to Avoid Setting Prices
- Not checking the calculated price against competitor pricing — a mathematically correct target-margin price may end up uncompetitive in the actual market.
- Confusing target margin with target markup — the two produce meaningfully different required prices for the same cost and target percentage.
- Setting one target margin for every product — different products often warrant different margins based on competition, demand, and strategic importance.