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Find the quantity produced and the amount of maximum profits

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A monopolist (AT&T) is facing the following demand schedule P=24-3Q. That is, Q=0 implies P=24, then Q=1 implies P=21, and Q=2 implies P=18, and so one. Fixed costs will be neglected in this analysis. The marginal cost is constant and equal to 6 for every unit produced.

How do I find the quantity produced and the amount of maximum profits?

How do I find the Price and quantity to yield the efficient solution?

How do I find what happens if a new competitor called Vodafone enters the market and the marginal cost of Vodafone is constant and always equal to 5? I mean, in this latter case could you tell us the Nash equilibrium?

Reference no: EM132460926

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