i) Total revenue (TR) is maximized when "MR = TR'(Q) = 120 - 0.3Q^2 = 0,"
Q = 20.
So, the demand is elastic over the output of 20 units.
ii) The demand equation is "P = 120 - 0.1Q^2," so if the price is set at $71.60, then:
"120 - 0.1Q^2 = 71.6,"
Q = 22 units, the demand is elastic at this level of output.
So, to maximize total revenue the price should be decreased.
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