6. Al's Appliancemart has market power in selling refrigerators. He just got in a shipment of undamaged refrigerators. Al has determined that there are two different types of buyers. One group are high demanders who have a more inelastic demand but tend to be picky about how nice their appliances look (they won't buy a dented one). Other buyers, low demanders, have a relatively more elastic demand, but also don't mind having a refrigerator with some dents. He pays $600 for each refrigerator from his supplier. 3/3 He has calculated that the high and low demander demand functions follows: Low: P = 1,000-0.5QL (QL = 2,000 - 2P) High: P = 1,600 - QH (QH = 1,600 - P) How much profit could Al earn if he sells them as is? How many should he add dents to (with a hammer) in order to maximize profit? What price would he then put on the non-dented and the dented refrigerators and how many would he sell of each? What would his profit then be?

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
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6.
Al's Appliancemart has market power in selling refrigerators. He just got in a
shipment of undamaged refrigerators. Al has determined that there are two
different types of buyers. One group are high demanders who have a more
inelastic demand but tend to be picky about how nice their appliances look (they
won't buy a dented one). Other buyers, low demanders, have a relatively more
elastic demand, but also don't mind having a refrigerator with some dents.
He pays $600 for each refrigerator from his supplier.
3/3
He has calculated that the high and low demander demand functions
follows:
Low: P = 1,000-0.5QL
(QL = 2,000 - 2P)
High: P = 1,600 - QH
(QH = 1,600 – P)
How much profit could Al earn if he sells them as is?
How many should he add dents to (with a hammer) in order to maximize profit?
What price would he then put on the non-dented and the dented refrigerators
and how many would he sell of each? What would his profit then be?
Transcribed Image Text:6. Al's Appliancemart has market power in selling refrigerators. He just got in a shipment of undamaged refrigerators. Al has determined that there are two different types of buyers. One group are high demanders who have a more inelastic demand but tend to be picky about how nice their appliances look (they won't buy a dented one). Other buyers, low demanders, have a relatively more elastic demand, but also don't mind having a refrigerator with some dents. He pays $600 for each refrigerator from his supplier. 3/3 He has calculated that the high and low demander demand functions follows: Low: P = 1,000-0.5QL (QL = 2,000 - 2P) High: P = 1,600 - QH (QH = 1,600 – P) How much profit could Al earn if he sells them as is? How many should he add dents to (with a hammer) in order to maximize profit? What price would he then put on the non-dented and the dented refrigerators and how many would he sell of each? What would his profit then be?
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