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(a) Why are first and second-degree price discrimination less common than third-degree price discrimination? (b) Are lower airline fares at midweek an example of third-degree price discrimination? (c) Under what conditions would it not be useful to charge different prices in different markets (i.e. practice third-degree price discrimination) even if possible?
Consider a monopolistically competitive firm with N firms. Each firms business opportunities are described by the following equations: Demand: Q = (100/N)-P Marginal revenue: MR = (100/N)-2Q Total cost: TC = 150+Q2 Marginal cost: MC = 2Q
Suppose a tax per unit output (per-unit tax) is imposed on the production of Q with the intent of making equal the market level of output and the socially efficient level. How high should that per-unit tax be? What is the gain in net social benefi..
The present value of the gain from employing the new factory must be less or equal to $50 million and the rate of return from the new factory must be greater than 7%.
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Suppose a monopolist is at the profit-maximizing output level. If the monopolist sells another unit of output:
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