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28 Sep 2019
Problem VIII: A perfectly competitive firm faces the total cost function T C = 2Q + 2Q^2. The firm is part of an industry where the market demand is given by P = 816 -2Q and the market supply is given by P = 12 + Q/100 .
a) What is the optimal quantity that this firm will sell on this market? What will be the resulting profit? (Q=3.5, Profit=24.5)
b) Assuming identical firms, how many firms are active on this market (need to be active on this market to satisfy the market equilibrium condition, given their individual production levels)? (N=114.29)
c) What is the shutdown point for this firm?
Problem VIII: A perfectly competitive firm faces the total cost function T C = 2Q + 2Q^2. The firm is part of an industry where the market demand is given by P = 816 -2Q and the market supply is given by P = 12 + Q/100 .
a) What is the optimal quantity that this firm will sell on this market? What will be the resulting profit? (Q=3.5, Profit=24.5)
b) Assuming identical firms, how many firms are active on this market (need to be active on this market to satisfy the market equilibrium condition, given their individual production levels)? (N=114.29)
c) What is the shutdown point for this firm?
Joshua StredderLv10
28 Sep 2019