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Break Even Analysis
Break Even Analysis
The point in which total cost and total revenue are equal
Written by Jeff Schmidt
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What is Break-Even Analysis?
Break-even analysis in economics, business, and cost accounting refers to the point at which total costs
and total revenue are equal. A break-even point analysis is used to determine the number of units or
dollars of revenue needed to cover total costs (fixed and variable costs).
Example of Cost-Volume-Profit (CVP) Graph, showing number of units in X-axis and dollars in Y-axis
Key Highlights
Break-even analysis refers to the point at which total costs and total revenue are equal.
A break-even point analysis is used to determine the number of units or dollars of revenue needed to
cover total costs.
Break-even analysis is important to business owners and managers in determining how many units (or
revenues) are needed to cover fixed and variable expenses of the business.
What is the Break-Even Analysis Formula?
The formula for break-even analysis is as follows:
Break-Even Quantity = Fixed Costs / (Sales Price per Unit – Variable Cost Per Unit)
where:
Fixed Costs are costs that do not change with varying output (e.g., salary, rent, building machinery)
Sales Price per Unit is the selling price per unit
Variable Cost per Unit is the variable cost incurred to create a unit
It is also helpful to note that the sales price per unit minus variable cost per unit is the contribution
margin per unit. For example, if a book’s selling price is $100 and its variable costs are $5 to make the
book, $95 is the contribution margin per unit and contributes to offsetting the fixed costs.
Break-Even Analysis Example
Colin is the managerial accountant in charge of Company A, which sells water bottles. He previously
determined that the fixed costs of Company A consist of property taxes, a lease, and executive salaries,
which add up to $100,000. The variable cost associated with producing one water bottle is $2 per unit.
The water bottle is sold at a premium price of $12. To determine the break-even point of Company A’s
premium water bottle:
Break Even Quantity = $100,000 / ($12 – $2) = 10,000
Therefore, given the fixed costs, variable costs, and selling price of the water bottles, Company A would
need to sell 10,000 units of water bottles to break even.
For more information about variable costs, check out the following video:
Graphically Representing the Break-Even Point
The graphical representation of unit sales and dollar sales needed to break even is referred to as the
break-even chart or cost-volume-profit (CVP) graph. Below is the CVP graph of the example above:
Example of Break-Even Graph or Cost-Volume-Profit (CVP) Graph, showing number of units in X-axis and
dollars in Y-axis
Explanation:
The number of units is on the X-axis (horizontal) and the dollar amount is on the Y-axis (vertical).
The red line represents the total fixed costs of $100,000.
The blue line represents revenue per unit sold. For example, selling 10,000 units would generate 10,000
x $12 = $120,000 in revenue.
The yellow line represents total costs (fixed and variable costs). For example, if the company sells 0
units, then the company would incur $0 in variable costs but $100,000 in fixed costs for total costs of
$100,000. If the company sells 10,000 units, the company would incur 10,000 x $2 = $20,000 in variable
costs and $100,000 in fixed costs for total costs of $120,000.
The break even point is at 10,000 units. At this point, revenue would be 10,000 x $12 = $120,000 and
costs would be 10,000 x 2 = $20,000 in variable costs and $100,000 in fixed costs.
When the number of units exceeds 10,000, the company would be making a profit on the units sold.
Note that the blue revenue line is greater than the yellow total costs line after 10,000 units are
produced. Likewise, if the number of units is below 10,000, the company would be incurring a loss. From
0-9,999 units, the total costs line is above the revenue line.
Free Cost-Volume-Profit Analysis Template
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Screenshot of Cost-Volume-Profit (CVP) Analysis Downloadable Template
Download the Free Template
Enter your name and email in the form below and download the free template now!
Interpretation of Break-Even Analysis
As illustrated in the graph above, the point at which total fixed and variable costs are equal to total
revenues is known as the break-even point. At the break-even point, a business does not make a profit
or loss. Therefore, the break-even point is often referred to as the “no-profit” or “no-loss point.”
The break-even analysis is important to business owners and managers in determining how many units
(or revenues) are needed to cover fixed and variable expenses of the business.
Therefore, the concept of break-even point is as follows:
Profit when Revenue > Total Variable Cost + Total Fixed Cost
Break-even point when Revenue = Total Variable Cost + Total Fixed Cost
Loss when Revenue < Total Variable Cost + Total Fixed Cost
Sensitivity Analysis
Break-even analysis is often a component of sensitivity analysis and scenario analysis performed in
financial modeling. Using Goal Seek in Excel, an analyst can backsolve how many units need to be sold,
at what price, and at what cost to break even.
Factors that Increase a Company’s Break-Even Point
It is important to calculate a company’s break-even point in order to know the minimum target to cover
production expenses. However, there are times when the break-even point increases or decreases,
depending on certain of the following factors:
1. Increase in customer sales
When there is an increase in customer sales, it means that there is higher demand. A company then
needs to produce more of its products to meet this new demand which, in turn, raises the break-even
point in order to cover the extra expenses.
2. Increase in production costs
The hard part of running a business is when customer sales or product demand remains the same while
the price of variable costs increases, such as the price of raw materials. When that happens, the break-
even point also goes up because of the additional expense. Aside from production costs, other costs that
may increase include rent for a warehouse, increases in salaries for employees, or higher utility rates.
3. Equipment repair
In cases where the production line falters, or a part of the assembly line breaks down, the break-even
point increases since the target number of units is not produced within the desired time frame.
Equipment failures also mean higher operational costs and, therefore, a higher break-even.
How to reduce the break-even point
In order for a business to generate higher profits, the break-even point must be lowered. Here are
common ways of reducing it:
1. Raise product prices
This is something that not all business owners want to do without hesitation, fearful that it may make
them lose some customers.
2. Outsourcing
Profitability may be increased when a business opts for outsourcing, which can help reduce
manufacturing costs when production volume increases.
Every company is in business to make some type of profit. However, understanding the break-even
number of units is critical because it enables a company to determine the number of units it needs to
sell to cover all of the expenses it’s accrued during the process of creating and selling goods or services.
Once the break-even number of units is determined, the company then knows what sales target it needs
to set in order to generate profit and reach the company’s financial goals.
Additional Resources
How the 3 Financial Statements are Linked
Cost Behavior Analysis
Analysis of Financial Statements
Shutdown Point
See all accounting resources
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