1. A monopolist faces a consumer demand Q (p) = 1000-2p, and has a total cost function of C(q) = 2q2 + FC. (a) Solve
1. A monopolist faces a consumer demand Q (p) = 1000-2p, and has a total cost function of C(q) = 2q2 + FC. (a) Solve for the profit-maximizing output for this monopolist. (b) Solve for the value of FC that would generate zero profits, even at the profit-maximizing quantity
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