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A producer of staplers has received a forecasted demand of 10,000 staplers for the coming month. Fixed costs are $11,545 per month, and the staplers cost $2.95 to produce each. Answer the following questions.
a) Find the break-even point if the staplers sell for $5 each.
b) Suppose that you wish to attain a profit of $12,000 next month. What is the minimum price that you should sell the staplers at in order to attain this profit? Hint: This problem as nothing to do with part (a).
c) If demand changes to 9,000 staplers, should we still sell each stapler at the price found in (b)? Explain.
If the random sample of 16 men does result in a mean score of 590 is there strong evidence to support the claim that the course is actually effective? why or why not?
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An averaged department store sells 350 mens suits per year. The mens suit departments at a particular national chain of stores claim they sell more than the industry average.
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