Problem 8-1
Lawn Electronics has just developed a low-end electronic
calendar that it plans to sell via a cable channel marketing
program. The cable program’s fee for selling the item is 20 percent
of revenue. For this fee, the program will sell the calendar over
six 10-minute segments in September.
Lawn’s fixed costs of producing the calendar are $151,000 per
production run. The company plans to wait for all orders to come
in, then it will produce exactly the number of units ordered.
Production time will be less than 3 weeks. Variable production
costs are $26 per unit. In addition, it will cost approximately $5
per unit to ship the calendars to customers.
Marsha Andersen, a product manager at Lawn, is charged with
recommending a price for the item. Based on her experience with
similar items, focus group responses, and survey information, she
has estimated the number of units that can be sold at various
prices:
Price | Quantity | |
$85 | 13,300 | |
$75 | 18,300 | |
$65 | 34,800 | |
$55 | 44,400 | |
$45 | 64,300 |
(a) Calculate expected profit for each price.
(Enter loss using either a negative sign preceding the
number e.g. -45 or parentheses e.g. (45).)
Price | Profit | |
$85 | $ | |
$75 | $ | |
$65 | $ | |
$55 | $ | |
$45 | $ |
(b) Which price maximizes company profit?
Profit maximizing price | $ |
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