\[CM=(SP-VC)Q\]

Variables

CMtotal contribution margin (currency)
SPselling price per unit (currency/unit)
VCvariable cost per unit (currency/unit)
Qquantity sold or produced (units)

Description

What is this formula?


The Contribution Margin measures how much revenue remains after covering variable costs. This remaining amount contributes toward covering fixed costs and generating profit.


The contribution margin is one of the most important concepts in managerial accounting and cost-volume-profit analysis.


When to use it


Use this formula to evaluate product profitability, determine break-even points, support pricing decisions, and analyze the financial impact of sales volume changes.


Example


A company sells a product for $50 per unit.


Data:


Selling Price = $50/unit


Variable Cost = $30/unit


Units Sold = 5,000


Formula:


CM=(SP-VC)Q


Substitution:


CM=(50-30)×5,000


CM=100,000


Result:


Contribution Margin = $100,000


Applications


Cost-volume-profit analysis


Break-even analysis


Pricing decisions


Product profitability evaluation


Business planning


Managerial accounting


Note


This formula assumes that the variable cost per unit and selling price remain constant within the analyzed range. In practice, discounts, economies of scale, commissions, and production efficiencies may cause contribution margins to vary with sales volume.

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