Calculate a target selling price from unit cost and your desired margin, markup or profit per unit, or find the target cost a selling price allows.
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Target Price Formula
For a target profit margin below 100%, the margin mode uses the following price equation. Margin is profit divided by selling price; markup is profit divided by cost.
- Where TP is the Target Price ($)
- IC is the item cost ($)
- TM is the target margin (%)
To calculate margin-based price, divide item cost by 1 minus the target margin divided by 100. The other modes apply markup to cost, add a profit amount, or increase a positive current price. Unit cost and the selected target are required; a blank optional current price omits comparison, and a blank quantity omits totals.
How to Calculate Target Price?
The following examples use the margin formula. The calculatorโs profit, percentage ratios and quantity totals use the unrounded theoretical price. A separate cent row rounds that price upward before display rounding. Margin at a zero selling price and markup at zero cost are undefined.
Example Problem #1:
- First, determine the item cost ($).
- The item cost ($) is given as 60.
- Next, determine the target margin (%).
- The target margin (%) is provided as 30.
- Finally, calculate the Target Price using the equation above:
TP = IC / (1-TM/100)
The values given above are inserted into the equation below:
TP = 60 / (1 โ 30/100) = 600/7 dollars โ $85.714286. The nearest cent is $85.71; rounding the calculated price upward to a whole cent gives $85.72. For this positive-cost example, $85.72 meets at least the 30% target margin. The theoretical profit and ratios use 600/7, rather than either cent-rounded price.
Example Problem #2:
For this problem, the variables needed are provided below:
item cost ($) = 70
target margin (%) = 50
This example problem is a test of your knowledge on the subject. Use the calculator above to check your answer.
TP = IC / (1-TM/100) = ?
