Question
A company produces bags and has the following short-run cost function: () = 250 + 44 + .48! a. At what quantity is cost minimized?
A company produces bags and has the following short-run cost function:
() = 250 + 44 + .48!
a. At what quantity is cost minimized?
b. What is the average fixed cost and the average marginal cost at this cost-minimizing quantity?
c. Wages for this company are $20. At the cost-minimizing quantity, what is the "?
d. Assume that the firm faces the following demand curve.
= 50 0.2
What is the profit maximizing quantity? What is the profit the firm earns at this quantity? What is the optimal
short-run strategy?
e. What is the optimal long-run strategy, assuming demand conditions do not change?
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