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Some people say, “There are too many cooks in the kitchen,” to describe any chaotic
scene where nothing gets done. Relate this phrase to short-run production functions.
Suppose a short-run production function always increases at a constant rate of three
units of output for every additional worker added. What does this imply about the
marginal product of labor? Is this realistic? Explain.
It is time to pay the bills. You pay the rent, the basic cable bill, the electricity bill, and
your grocery bill. Which of these are good examples of fixed costs, and which are
variable costs? Explain your reasoning.
(Table: Marie’s Textbook Company) Use Table: Marie’s Textbook Company. Marie has
fixed costs of $500 per month and hires workers for $2,000 each per month. With as
much precision as possible, calculate the following:
A) total cost of production when four workers are employed
B) the output level that produces the lowest average total cost
C) the price that Marie must charge to break even on the production of 130
textbooks
Describe the shape of the AFC curve when fixed costs are nonzero and explain why it
takes this shape. Can AFC ever intersect the x-axis in such cases?
Consider the statement, “When the marginal cost is rising, the average total cost must
also be rising.” Is this statement true or false? Explain your reasoning.
A firm employs capital as a fixed input and labor as a variable input in the short run. If
the cost of capital falls, what will happen to the AVC, ATC, and MC curves? Explain.