Suppose the market for kiwis has a demand curve of the form: Qd = 200-2Pd And that the costs of the monopoly producer of kiwis are determined by Total Cost (Q) = Variable Cost (Q) + Fixed Cos C (Q) = Q² + 100. That is, its marginal cost will be: MgC (Qs) = 2Qs = Ps a) If the monopolist's marginal revenue is Img = 100-Q, calculate the PRICE that would maximize the monopolist's profits. b) Find the producer surplus (monopolist).

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Suppose the market for kiwis has a demand
curve of the form:
Qd = 200-2Pd
And that the costs of the monopoly producer
of kiwis are determined by
Total Cost (Q) = Variable Cost (Q) + Fixed Cost.
C (Q) = Q² + 100.
That is, its marginal cost will be:
MgC (Qs) = 2Qs = Ps
a) If the monopolist's marginal revenue is Img
= 100-Q, calculate the PRICE that would
maximize the monopolist's profits.
b) Find the producer surplus (monopolist).
c) Calculate the accounting profits of the
producer (monopolist), considering all costs.
d) If Fixed Costs increase to $ 200, what would
be the new price that would maximize the
monopolist's profits?
Transcribed Image Text:Suppose the market for kiwis has a demand curve of the form: Qd = 200-2Pd And that the costs of the monopoly producer of kiwis are determined by Total Cost (Q) = Variable Cost (Q) + Fixed Cost. C (Q) = Q² + 100. That is, its marginal cost will be: MgC (Qs) = 2Qs = Ps a) If the monopolist's marginal revenue is Img = 100-Q, calculate the PRICE that would maximize the monopolist's profits. b) Find the producer surplus (monopolist). c) Calculate the accounting profits of the producer (monopolist), considering all costs. d) If Fixed Costs increase to $ 200, what would be the new price that would maximize the monopolist's profits?
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