If demand is P = 400 - 2Q, then marginal revenue is:
MR = TR'(Q) = 400 - 4Q.
The profit-maximizing output is produced at MR = MC, so:
400 - 4Q = 80,
Q = 80 units.
Profit-maximizing price is:
P = 400 - 2×80 = 240.
Consumer surplus is:
CS = 0.5×(400 - 240)×80 = 6,400.
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