Perreault−McCarthy: Basic
Marketing: A
Global−Managerial
Approach, 14/e
- Price Setting in the
Business World
Text © The McGraw−Hill
Companies, 2002
526 Chapter 18
item). When we divide this per-unit contribution into the total fixed costs that must
be covered, we have the BEP (in units).
To illustrate the formula, let’s use the cost and price information in Exhibit 18-8.
The price per unit is $1.20. The average variable cost per unit is 80 cents. So the
FC contribution per unit is 40 cents ($1.2080 cents). The total fixed cost is
$30,000 (see Exhibit 18-8). Substituting in the formula:
BEP
$30,000
.40 75,000 units
From this you can see that if this firm sells 75,000 units, it will exactly cover all
its fixed and variable costs. If it sells even one more unit, it will begin to show a
profit—in this case, 40 cents per unit. Note that once the fixed costs are covered,
the part of revenue formerly going to cover fixed costs is now all profit.
The BEP can also be figured in dollars. The easiest way is to compute the BEP
in units and then multiply by the assumed per-unit price. If you multiply the sell-
ing price ($1.20) by the BEP in units (75,000) you get $90,000—the BEP in dollars.
Often it’s useful to compute the break-even point for each of several possible
prices and then compare the BEP for each price to likely demand at that price. The
marketing manager can quickly reject some price possibilities when the expected
quantity demanded at a given price is way below the break-even point for that price.
So far in our discussion of BEP we’ve focused on the quantity at which total rev-
enue equals total cost—where profit is zero. We can also vary this approach to see what
quantity is required to earn a certain level of profit. The analysis is the same as described
above for the break-even point in units, but the amount of target profit is added to the
total fixed cost. Then when we divide the total fixed cost plus profit figure by the
contribution from each unit, we get the quantity that will earn the target profit.
Break-even analysis makes it clear why managers must constantly look for effec-
tive new ways to get jobs done at lower costs. For example, if a manager can reduce
the firm’s total fixed costs—perhaps by using computer systems to cut out excess
BEP can be stated in
dollars too
Each possible price
has its own break-even
point
A target profit can be
included
Break-even analysis
shows the effect of
cutting costs
The money that a firm spends on
marketing and other expenses
must be at least covered by a
firm’s price if it is to make a
profit. That’s why Gillette enjoys
big economies of scale by selling
the same razors in every market.