Target Selling Price Calculator

A target selling price is the price at which a given unit cost leaves exactly the gross margin you want, expressed as a share of the selling price. Founders, sales managers and product owners use it when they set a list price, check a quote or review a supplier price increase. It answers one narrow question: what is the minimum price consistent with my margin requirement? Whether customers will accept that price is a separate question about demand and competition.

Gross margin is measured on the selling price, not on the cost. If you want to keep 40 % of the price, the cost can only represent the remaining 60 %. The price is therefore the unit cost divided by (1 − target margin): with a 60 cost and a 40 % target, 60 ÷ 0.60 = 100. The margin percentage is entered as a number (40 for 40 %) and converted to 0.40 in the calculation.

The optional cost-plus line uses a different method: it multiplies the cost by (1 + target markup), so the percentage is applied to the cost. The calculator also shows the equivalent markup of the target price (gross profit ÷ cost) and the actual gross margin of the cost-plus price (gross profit ÷ price), so you can see both methods on the same basis.

All amounts are per unit, in one currency and excluding VAT or sales tax. The target margin must stay below 100 %, because a 100 % margin would require a cost of zero; as the target approaches 100 %, the required price grows very quickly.

What each term means

Unit direct cost

Comparable per-unit direct cost; the cost basis determines type of margin.

Where to find it: The direct cost of one unit: purchase price or production cost, plus any per-unit costs you choose to include such as inbound freight or packaging. The cost basis decides which margin you are targeting, so write it down and keep it consistent. Use amounts excluding VAT.

Target gross margin

Share of selling price intended as gross profit; must be under 100%.

Where to find it: The share of the selling price you want to keep as gross profit after the unit cost. Enter 40 for 40 %. It must be at least 0 and below 100. This is a policy choice for your business, not an industry norm to copy.

Target markup

Percent added to cost, distinct from gross margin.

Where to find it: Optional. The percentage you would add on top of the cost with a cost-plus method. Enter it to compare the two methods; leave it empty if you only price from a margin target.

Target selling price

Unit cost ÷ (1 − target gross margin).

Cost-plus price

Unit cost × (1 + target markup). A different method from target margin.

Hypothetical example: a product has a unit cost of 60 and the business wants a 40 % gross margin. For comparison, a colleague suggests adding a 40 % markup to cost.

1. Target selling price60 ÷ (1 − 40%) = 100

Target selling price = 100

Target price = 60 ÷ (1 − 0.40) = 60 ÷ 0.60 = 100. Gross profit is 40 per unit, which is 66.67 % of the cost: that is the equivalent markup. The cost-plus price is 60 × 1.40 = 84, leaving 24 of gross profit, only 24 ÷ 84 = 28.57 % of the price. If the unit cost rose to 66 with the same 40 % target, the target price would become 66 ÷ 0.60 = 110.

Hypothetical numbers, used to show the calculation. Not real company data.

Use this calculator whenever a margin requirement has to become a number on a price list or a quote: launching a new product, re-pricing after a cost increase, checking whether a discount request still leaves the margin you planned, or setting a floor price for sales representatives.

It is also a quick check when margin and markup are being confused in a conversation. If a supplier, a finance colleague and a sales team each say 40 % but mean different things, the side-by-side figures show what each interpretation does to the price and to the gross profit per unit.

Use it per product or per service line. A single blended cost across very different items produces a price that fits none of them.

The formula gives the price that is consistent with your cost and your margin target. It does not tell you that customers will pay it. If the target price lands well above the prices buyers compare you with, the answer is not automatically to lower the margin target: you can also look at the cost basis, the packaging of the offer, the volume you need, or whether this product belongs in your range at all.

The opposite also happens. A price set mechanically from cost can be far below what the value delivered would support, especially for services and specialised products. A target-margin price is therefore best read as a floor for discussions, not as the final price.

Finally, gross margin only covers the unit cost you entered. Selling costs that vary with each sale (payment fees, commissions, delivery, returns and refunds) and fixed costs still have to be paid from the gross profit. If those are significant, check the contribution margin and break-even calculators with the price you choose.

The target price rises with the unit cost and rises more than proportionally as the margin target increases: moving from 40 % to 50 % on a cost of 60 moves the price from 100 to 120.

The equivalent markup is always higher than the margin target for the same price, because it divides the same gross profit by a smaller number (the cost instead of the price). A cost-plus price built with a markup equal to your margin target will always fall short of that target when the percentage is above zero.

Practical levers

• Negotiate or redesign the unit cost before raising the price: each unit of cost saved lowers the target price by more than one unit when the margin target is positive.
• Set margin targets per product family instead of one rate for everything, so high-cost and low-cost items are priced on their own terms.
• Agree internally on one definition (margin on price or markup on cost) and label it on price lists and quoting tools.
• Test the resulting price against the alternatives buyers actually consider before publishing it.

Common mistakes

• Entering a markup percentage in the margin field, or the reverse, which produces a price that is too low or too high.
• Using a cost that includes VAT while the price is compared excluding VAT.
• Forgetting per-unit costs such as freight, packaging or payment fees, then discovering that the real margin is lower.
• Treating the result as the market price without checking demand and competing offers.
• Comparing gross margins between products whose unit costs were built on different bases.

Scenario comparison

The conservative case raises the unit cost by 5 % and lowers the margin and markup targets by 5 percentage points; the optimistic case does the opposite. These are illustrative moves to show sensitivity, not forecasts.

Look at how far the target price moves for a small change in the margin target. The higher the target already is, the larger the price change each additional point requires.

The calculator assumes a single unit cost that does not change with volume. If cost depends on quantity, calculate the price for each relevant volume.

It works with gross margin on the cost basis you enter. It does not include fixed costs, selling expenses, refunds or taxes unless you have built them into the unit cost yourself.

It is a pricing arithmetic tool. Willingness to pay, competitor prices and price perception are outside its scope.