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greenrat247Lv1
28 Sep 2019
Suppose there are 100 firms in a perfectly competitive industry. Each firm has a U-shaped, long-run average cost curve that reaches a minimum of $10 at an output level of 8 units. Marginal costs are given by
MC(q)= q+2
and market demand is given by
Q=1000-20P
a. Find the long-run equilibrium in this market and determine the consumer and producer surplus (in this case, the areas of the triangles).
b. Suppose instead there was a single supplier whose marginal cost curve is
MC(Q) =(1/100)Q+2
i) From the above expression for market demand, determine the monopolist's average revenue curve.
ii) From part (i), find the monopolist's total revenue curve.
iii) Differentiate the expression in part (ii) to obtain the monopolist/s marginal revenue curve.
Suppose there are 100 firms in a perfectly competitive industry. Each firm has a U-shaped, long-run average cost curve that reaches a minimum of $10 at an output level of 8 units. Marginal costs are given by
MC(q)= q+2
and market demand is given by
Q=1000-20P
a. Find the long-run equilibrium in this market and determine the consumer and producer surplus (in this case, the areas of the triangles).
b. Suppose instead there was a single supplier whose marginal cost curve is
MC(Q) =(1/100)Q+2
i) From the above expression for market demand, determine the monopolist's average revenue curve.
ii) From part (i), find the monopolist's total revenue curve.
iii) Differentiate the expression in part (ii) to obtain the monopolist/s marginal revenue curve.
Kritika KrishnakumarLv10
28 Sep 2019