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a firm produces digital watches on a single production line serviced during one daily shift. The total output of watches depends directly on the number of labor hours employed on the line. Maximum capacity of the line is 120,000 watches per month; this output requires 60,000 hours of labor per month. Total fixed costs come to $600,000 per month, the wage rage averages $8 per hour, and other variable costs average $6 per watch. The marketing departments estimate of demand is P = 28 - Q/20,000, where P denotes price in dollars and Q is monthly demand. A. How many additional watches can be produced by an extra hour of labor? What is the marginal cost of an additional watch? As a profit maximizer, what price and output should the firm set? Is production capacity fully utilized? What contribution does this production line provide? B.The firm can increase capacity up to 100% by scheduling a night shift. The wage rate at night averages $12 per hour. Answer the question in part A in light of this additional option. C.Suppose demand for the firms watches falls permanently to P = 20 - Q/20,000. In view of this fall in demand, what output should the firm produce in the short run? In the long run? Explain.
She tells her friend that the additional utility she would get from the second pair of sneakers is the same as the additional utility she would get from the fifth sweater.
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The anticipated capacity factor is 70 percent also the price for selling power will not escalate. The operational life of the plant is 40 years also the salvage value negligible.
Assume that all other banks hold only the required amount of reserves.
Find U.S. civilian employment date for the last 10 years. How many more workers were there at the end of the last 10 years than at the beginning. Elucidate how did this impact the nation's production possibilities curve.
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