respectively. 1. Until question 5, we consider a "feebate" or "Clean Car Discount". That generally means there would be a subsidy on the purchase of some cars, and a tax on others, but in the following analysis it will be possible to have taxes on both or subsidies on both. In the current question, assume that there are two monopolies, one for type 0 cars and one for type 1 cars. Mathematically, this is equivalent to a Cournot duopoly with differentiated goods. (a) Let type 0 cars be taxed at To = 20 per car sold, and type 1 cars be subsidised at 20 per car. To keep the notation consistent between the two types, this subsidy will be represented as a negative tax: 71 = -20. The profits of the monopolist for type 0 cars are (250 – 50 – 20 – Qo – Q1/2)Qo. Write down an expression for profits of the monopolist selling type 1 cars.

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
Chapter8: Cost Analysis
Section: Chapter Questions
Problem 2.2CE
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hi there just want the answer to question a using the main information from the first picture.

 

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respectively.
1. Until question 5, we consider a “feebate" or "Clean Car Discount". That
generally means there would be a subsidy on the purchase of some cars, and
a tax on others, but in the following analysis it will be possible to have taxes
on both or subsidies on both. In the current question, assume that there are
two monopolies, one for type 0 cars and one for type 1 cars. Mathematically,
this is equivalent to a Cournot duopoly with differentiated goods.
(a) Let type 0 cars be taxed at To = 20 per car sold, and type 1 cars be
subsidised at 20 per car. To keep the notation consistent between the
two types, this subsidy will be represented as a negative tax: 71 = -20.
The profits of the monopolist for type 0 cars are (250 – 50 – 20 – Qo –
Q1/2)Qo.
Write down an expression for profits of the monopolist selling type 1
cars.
Transcribed Image Text:respectively. 1. Until question 5, we consider a “feebate" or "Clean Car Discount". That generally means there would be a subsidy on the purchase of some cars, and a tax on others, but in the following analysis it will be possible to have taxes on both or subsidies on both. In the current question, assume that there are two monopolies, one for type 0 cars and one for type 1 cars. Mathematically, this is equivalent to a Cournot duopoly with differentiated goods. (a) Let type 0 cars be taxed at To = 20 per car sold, and type 1 cars be subsidised at 20 per car. To keep the notation consistent between the two types, this subsidy will be represented as a negative tax: 71 = -20. The profits of the monopolist for type 0 cars are (250 – 50 – 20 – Qo – Q1/2)Qo. Write down an expression for profits of the monopolist selling type 1 cars.
There are two types of car, distinguished by how fuel efficient 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, Ci(Q1)=20Q1
(2)
Transcribed Image Text:There are two types of car, distinguished by how fuel efficient 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, Ci(Q1)=20Q1 (2)
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