There are two types of consumers with inverse demands
P1= 20−2Q1 and P2= 16−2Q2. Assume for now that N1=N2 = 1. There is a monopolist providing the good with a marginal cost of 4.
What is the Uniform price that a monopolist would charge?
What would be the prices that a monopolist would charge if it could price discriminate (3rd degree)?
What would the prices be under 2-part pricing? (please include the membership fee and the unit price)
What would be the optimal bundles if the monopolist could not distinguish between consumer types