For the following total-profit function of a firm: = 144X – 3X² – XY – 2Y² + 120Y – 35 Determine the level of output of each commodity at which the firm maximizes its total profit. Determine the value of the maximum amount of the total profit of the firm.
For the following total-profit function of a firm: = 144X – 3X² – XY – 2Y² + 120Y – 35 Determine the level of output of each commodity at which the firm maximizes its total profit. Determine the value of the maximum amount of the total profit of the firm.
Chapter1: Making Economics Decisions
Section: Chapter Questions
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For the following total-profit function of a firm:
= 144X – 3X² – XY – 2Y² + 120Y – 35
Determine the level of output of each commodity at which the firm maximizes its total profit.
Determine the value of the maximum amount of the total profit of the firm.
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from Profit = 144X – 3X² – XY – 2Y² + 120Y – 35
to get the Marginal profit of X = d(Profit)/dX
X = 144 - 6X - Y
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