QUESTION 4 A monopolist has the following Demand and Marginal Revenue equations: (Demand) P = 500 - 4Q (Marginal Revenue) MR = 500 - 8Q Assume that this monopoly is a profit maximizing firm who is only willing to sell each unit at the same price. Once the firm decides on an output level, the firm must set a price. Given the demand and marginal revenue equations above, what is the lowest price this firm will ever set: O a. P = $500 O b.P = $450 O C.P = $400 O d.P = $350 O e.P = $300 O f. P = $250 O g.P = $200 O h. none of the above

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QUESTION 4
A monopolist has the following Demand and Marginal Revenue equations:
(Demand)
P = 500 - 4Q
(Marginal Revenue)
MR = 500 - 8Q
Assume that this monopoly is a profit maximizing firm who is only willing to sell each unit at the same price. Once the firm decides on an output level, the firm must set a
price. Given the demand and marginal revenue equations above, what is the lowest price this firm will ever set:
O a. P = $500
O b.P = $450
O C. P = $400
O d.P = $350
O e. P = $300
O f. P = $250
O g. P = $200
O h. none of the above
Transcribed Image Text:QUESTION 4 A monopolist has the following Demand and Marginal Revenue equations: (Demand) P = 500 - 4Q (Marginal Revenue) MR = 500 - 8Q Assume that this monopoly is a profit maximizing firm who is only willing to sell each unit at the same price. Once the firm decides on an output level, the firm must set a price. Given the demand and marginal revenue equations above, what is the lowest price this firm will ever set: O a. P = $500 O b.P = $450 O C. P = $400 O d.P = $350 O e. P = $300 O f. P = $250 O g. P = $200 O h. none of the above
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