.2 Exercise 2 Consider a competitive firm with total cost function C(a) = F + 3q+ 3 or all q > 0, and C(0) = 0, where F, 3, 7, 6 are positive parameters. Question 1. Compute the marginal cost function C' and the average cost unction AC.

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1.2 Exercise 2
Consider a competitive firm with total cost function
C(q) = F+ Bq +
3
for all q > 0, and C(0) = 0, where F, B, 1, ô are positive parameters.
Question 1. Compute the marginal cost function C' and the average cost
function AC.
Question 2. Determine the short-run supply function of the firm when
y = 0.
Question 3. Compute qmin, the quantity minimizing AC(q): (a), when
y = 0, and (b) in the case F = 0 and y > 0.
Question 4. Give the conditions on parameters under which the profit
II(p) of the competitive firm is nonnegative at price p (still assuming y = 0).
Transcribed Image Text:1.2 Exercise 2 Consider a competitive firm with total cost function C(q) = F+ Bq + 3 for all q > 0, and C(0) = 0, where F, B, 1, ô are positive parameters. Question 1. Compute the marginal cost function C' and the average cost function AC. Question 2. Determine the short-run supply function of the firm when y = 0. Question 3. Compute qmin, the quantity minimizing AC(q): (a), when y = 0, and (b) in the case F = 0 and y > 0. Question 4. Give the conditions on parameters under which the profit II(p) of the competitive firm is nonnegative at price p (still assuming y = 0).
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