Exercise 5 Suppose there are two types of consumers in the market for mangos in Fruitland. Consumer type A's inverse demand function is p = 7.5-4 and consumer type B's inverse demand function given by p = 4 – Qß, where Q and Q are the quantity demanded each consumer type. Suppose the market has a total of 10 consumers, 5 consumers of each type. a) Derive the market demand function of mangos. b) Draw the market demand curve of mangos. c) Graphically show and numerically compute the total consumer surplus in the market at p = $2.

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Show full answers to part a) b) & c)
Exercise 5
2
Suppose there are two types of consumers in the market for mangos in
Fruitland. Consumer type A's inverse demand function is p = 7.5-4 and consumer type B's
inverse demand function given by p=4-B, where Q₁ and Q are the quantity demanded
each consumer type. Suppose the market has a total of 10 consumers, 5 consumers of each type.
a) Derive the market demand function of mangos.
b) Draw the market demand curve of mangos.
c)
Graphically show and numerically compute the total consumer surplus in the market at
P = $2.
Transcribed Image Text:Exercise 5 2 Suppose there are two types of consumers in the market for mangos in Fruitland. Consumer type A's inverse demand function is p = 7.5-4 and consumer type B's inverse demand function given by p=4-B, where Q₁ and Q are the quantity demanded each consumer type. Suppose the market has a total of 10 consumers, 5 consumers of each type. a) Derive the market demand function of mangos. b) Draw the market demand curve of mangos. c) Graphically show and numerically compute the total consumer surplus in the market at P = $2.
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