4) In the fourth setup there are only two firms, but both of them provide both types of car. You might think of this as the two firms competing against each other in two markets. Each firm chooses two quantities to provide, given the two quantities chosen by the other firm. The two firms are identical. Demand functions for the total quantity of type 0 cars, and for the total quantity of Type 1 cars are unchanged. The cost functions for producing the two types of car are also unchanged. (a) Write down an expression for a representative firm (You might need to introduce some new notation).
4) In the fourth setup there are only two firms, but both of them provide both types of car. You might think of this as the two firms competing against each other in two markets. Each firm chooses two quantities to provide, given the two quantities chosen by the other firm. The two firms are identical. Demand functions for the total quantity of type 0 cars, and for the total quantity of Type 1 cars are unchanged. The cost functions for producing the two types of car are also unchanged. (a) Write down an expression for a representative firm (You might need to introduce some new notation).
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Hi there just looking for the answer to 4 a thanks
Transcribed Image Text:4) In the fourth setup there are only two firms, but both of them provide both types of car.
You might think of this as the two firms competing against each other in two markets. Each
firm chooses two quantities to provide, given the two quantities chosen by the other firm.
The two firms are identical. Demand functions for the total quantity of type 0 cars, and for
the total quantity of
Type 1 cars are unchanged. The cost functions for producing the two types of car are also
unchanged.
(a) Write down an expression for a representative firm (You might need to introduce some
new notation).
Transcribed Image Text:There are two types of car, distinguished by how fuel eficient they are. Type
O is the less fuel efficient type, and type 1 is the more fuel efficient. The inverse
demand curves for the two types of car are:
Po = 250 – Qo – Qı/2, P = 120 – Q1 – Qo/2.
(1)
Cost functions are
Co(Qo) = 50Q0, C:(Q1) = 20Q1
(2)
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