Target Profit Calculator | Required Sales & Units
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Target Profit Calculator

Calculate how many units you need to sell and how much revenue you need to generate to cover your costs and reach a specific target profit.

Calculate Required Sales for Target Profit

Enter fixed costs, desired profit, selling price, and variable cost per unit.

Total fixed operating costs for the period.
Desired operating profit after covering fixed and variable costs.
Average selling price charged for each unit.
Variable cost incurred for each unit sold.
Minimum Units Required 0 Units
Target Profit Sales Goal

Exact Required Units 0.00
Contribution Margin / Unit $0.00
Required Sales Revenue $0.00
Profit at Rounded Units $0.00

What Is a Target Profit Calculator?

A Target Profit Calculator estimates the sales volume a business needs to achieve a specific profit after covering both fixed and variable costs.

Unlike basic break-even analysis, which calculates the point where profit is zero, target profit analysis adds a desired profit amount to the costs that must be recovered.

Required Units = (Fixed Costs + Target Profit) ÷ Contribution Margin per Unit
Contribution Margin per Unit = Selling Price per Unit − Variable Cost per Unit

How to Use the Target Profit Calculator

1. Enter Costs

Enter total fixed costs and the variable cost associated with each unit.

2. Set Your Profit Goal

Enter the selling price per unit and the amount of profit you want to earn.

3. Calculate Sales

Review the required units, required revenue, contribution margin, and expected profit.

Target Profit Formula

Target profit analysis begins with contribution margin. Each unit sold contributes a certain amount toward fixed costs and profit after variable costs have been paid.

Contribution Margin = Selling Price − Variable Cost

Fixed costs and the desired profit are then divided by contribution margin per unit.

Target Profit Units = (Fixed Costs + Desired Profit) ÷ Contribution Margin

Target Profit Sales Revenue Formula

Required sales revenue can also be calculated using the contribution margin ratio.

Contribution Margin Ratio = Contribution Margin per Unit ÷ Selling Price per Unit
Required Sales Revenue = (Fixed Costs + Target Profit) ÷ Contribution Margin Ratio

Target Profit Calculation Example

Suppose a business wants to earn a target operating profit of $25,000 and has the following cost structure.

Input Example Value
Fixed Costs $50,000
Target Profit $25,000
Selling Price per Unit $100
Variable Cost per Unit $40
Contribution Margin = $100 − $40 = $60
Required Units = ($50,000 + $25,000) ÷ $60 = 1,250 Units
Required Sales = 1,250 × $100 = $125,000

The company would therefore need to sell approximately 1,250 units, generating $125,000 in sales revenue, to earn the desired $25,000 operating profit under these assumptions.

Target Profit vs. Break-Even Point

Break-even analysis and target profit analysis use the same contribution-margin concept, but their goals are different.

Calculation Formula Purpose
Break-Even Units Fixed Costs ÷ Contribution Margin Finds the sales volume where operating profit is approximately zero.
Target Profit Units (Fixed Costs + Target Profit) ÷ Contribution Margin Finds the sales volume needed to reach a specific profit goal.
Setting the target profit to $0 makes the target profit formula equivalent to the standard break-even units formula.

Why Is Contribution Margin Important?

Contribution margin shows how much money from each additional unit remains after paying its variable costs.

This remaining amount first contributes toward fixed expenses. Once fixed costs are covered, additional contribution margin contributes toward operating profit.

Unit Contribution Margin = Selling Price per Unit − Variable Cost per Unit

A higher contribution margin generally means fewer units are required to reach the same profit target, assuming fixed costs and the desired profit remain unchanged.

How Price and Costs Affect Target Profit Units

Change General Effect
Higher Selling Price Increases contribution margin and generally reduces required sales units.
Lower Selling Price Reduces contribution margin and generally increases required units.
Higher Variable Cost Reduces contribution margin and increases the required sales volume.
Lower Variable Cost Increases contribution margin and reduces required units.
Higher Fixed Costs More contribution margin must be generated before the target profit is achieved.
Higher Profit Target Requires additional contribution margin and therefore more unit sales.

Why Are Target Profit Units Rounded Up?

The mathematical calculation can produce a fractional number of units. For example, the required quantity may be 842.3 units.

If individual products cannot be sold in fractions, selling only 842 units would fall slightly short of the target profit. The practical minimum would therefore be 843 units.

This calculator provides both the exact mathematical quantity and the minimum rounded-up whole-unit sales target.

Why Use Target Profit Analysis?

Target profit analysis can help businesses turn a desired profit amount into a measurable sales goal. It can be useful for budgeting, pricing, product planning, sales forecasting, and evaluating whether a profit objective is realistic.

It can also show how changes in price or costs affect the number of units a company must sell to reach the same profit target.

Businesses can use different scenarios to compare pricing strategies, cost reductions, profit objectives, and sales-volume requirements.

Target profit analysis assumes that selling price, variable cost per unit, and fixed costs remain consistent within the relevant range. Actual business results can differ when these assumptions change.

Frequently Asked Questions

A Target Profit Calculator estimates how many units or how much sales revenue a business needs to generate to cover its costs and earn a desired operating profit.
Required Units = (Fixed Costs + Target Profit) ÷ Contribution Margin per Unit.
Contribution margin per unit equals selling price per unit minus variable cost per unit.
Required sales revenue can be calculated by dividing fixed costs plus target profit by the contribution margin ratio.
If target profit is zero, the calculation becomes a standard break-even analysis and determines how many units are needed to cover fixed costs.
If the calculation produces a fractional unit, rounding upward ensures that the full target profit is achieved when products can only be sold as complete units.
Contribution margin would be zero, so each additional unit would provide no contribution toward fixed costs or target profit. A conventional target profit quantity would therefore not exist.
Each additional unit would create a negative contribution before fixed costs. Increasing unit sales alone would therefore not allow the business to reach a conventional positive target profit.