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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 # of labor hrs employed on the line. Max capacity...

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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 # of labor hrs employed on the line. Max capacity = 120k watches per month: this output requires 60k hrs of labor per month. Total fixed cost =600k per month, wage rate =$8 per hr and variable costs avg $6 per watch. The marketing estimate of demand is P=28-Q/20000 where P denote price in $’s and Q is monthly demand.

How many additional watches can be produced by an extra hr of labor? What is MC of any additional watch? As a profit maximizer what price and output should the firm set? Is production capacity fully utilized? What contribution does this product line provide?

The firm can increase capacity to 100% by scheduling a night shift. The wage rate = $12 per hr. Answer questions in part A in light of new option

Suppose demand for the firm’s watches fall permanently to P=20-Q/20000. With the fall of demand, what output should the firm produce in the short run, in the long run? Explain.

Answered Same Day Dec 22, 2021

Solution

David answered on Dec 22 2021
120 Votes
A firm produces digital watches on a single production line serviced during one daily shift; The
total output of watches depends directly on the # of labor hrs employed on the line. Max capacity
= 120k watches per month: this output requires 60k hrs of labor per month. Total fixed cost
=600k per month, wage rate =$8 per hr and variable costs avg $6 per watch. The marketing
estimate of demand is P=28-Q/20000 where P denote price in $’s and Q is monthly demand.
a) How many additional watches can be produced by an extra hr of labor? What is MC of
any additional watch? As a profit maximizer what price and output should the firm set? Is
production capacity fully utilized? What contribution does this product line provide?
Answer:
Suppose Q denote watches produced and L denote labor hours
Since to produce 120000 watches per month, we require 60000 hours of labor per month, this
implies that the productivity of one labor is 2 watches and therefore production function is given
as:
Q = 2L …………………………………. (1)
Total fixed cost = $600000
Wage rate $8 and other variable cost $6 per watch
Since one unit of labor produces two units of watches, so one unit of watch would...
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