Determine output and price under a cournot equilibrium

Reference no: EM133204060

Assignment:

1. Consider a market for a homogeneous product with demand given by Q=37.5-0.25P. There are two firms, each with constant marginal cost equal to 40. There is no fixed cost.

Determine output and price under a Cournot equilibrium.
Determine output and price under a Cournot equilibrium.
Determine output and price under a Bertrand equilibrium.
Compute the efficiency loss (a) and (b). Which mode of competition is more efficient? Which one is the least?

2. Suppose that industry demand curve is given by P=100-Q . The incumbent's total cost function is given by TC₁=30q₁ and a potential entrant faces a total cost function TC_E=40q_E.

What is the limit price in this market? If the monopolist charged the limit price, what would its profit equal?
Suppose that the potential entrant has a capacity of q_E=10. It will commit to produce at full capacity if it enters. If the incumbent accommodates the entrant, what is the residual demand facing the incumbent? Use the residual demand to find the price and profit of the incumbent.
Do you think that the potential entrant would enter the market? Why?

Reference no: EM133204060

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