Your manager is only concerned with selling her product for the highest price possible under profit- maximizing conditions. In which of the two markets should she operate? • Market 1: - Demand:Q=100-2P - MarginalCost:MC=15 • Market 2: - Own-PriceElasticity:εQ,P=-2.5Note:Thisimpliestheown-priceelasticityis constant at all points. - MarginalCost:MC=15 a. She should operate in Market 1, as it has the highest profit-maximizing price. b. She should operate in Market 2, as it has the highest profit-maximizing price. c. She is indifferent, as each market has an equal profit-maximizing price.
Your manager is only concerned with selling her product for the highest price possible under profit- maximizing conditions. In which of the two markets should she operate? • Market 1: - Demand:Q=100-2P - MarginalCost:MC=15 • Market 2: - Own-PriceElasticity:εQ,P=-2.5Note:Thisimpliestheown-priceelasticityis constant at all points. - MarginalCost:MC=15 a. She should operate in Market 1, as it has the highest profit-maximizing price. b. She should operate in Market 2, as it has the highest profit-maximizing price. c. She is indifferent, as each market has an equal profit-maximizing price.
Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
14th Edition
ISBN:9781305506381
Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Chapter3: Demand Analysis
Section: Chapter Questions
Problem 12E
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Your manager is only concerned with selling her product for the highest price possible under profit- maximizing conditions. In which of the two markets should she operate?
• Market 1:
- Demand:Q=100-2P
- MarginalCost:MC=15
• Market 2:
- Own-PriceElasticity:εQ,P=-2.5Note:Thisimpliestheown-priceelasticityis constant at all points.
- MarginalCost:MC=15
a. She should operate in Market 1, as it has the highest profit-maximizing price.
b. She should operate in Market 2, as it has the highest profit-maximizing price.
c. She is indifferent, as each market has an equal profit-maximizing price.
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