3. a. A firm produces two different kinds A and B of a commodity. The daily cost of producing a units of A and y units of B is C(r, y) = 0.04a + 0.01ry + 0.01y + 4x +2y + 500 A sells for $15 per unit and B sells for $9 per unit. Find the daily production levels of a and y that maximize profit per day

Microeconomics
13th Edition
ISBN:9781337617406
Author:Roger A. Arnold
Publisher:Roger A. Arnold
Chapter8: Production And Costs
Section8.5: Production And Costs In The Long Run
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3. a. A firm produces two different kinds A and B of a commodity. The daily cost of producing a units
of A and y units of B is C(r, y) = 0.04z2 + 0.01ry + 0.01y + 4x + 2y + 500 A sells for $15 per unit
and B sells for $9 per unit. Find the daily production levels of a and y that maximize profit per day
b.A firm's production function is given by F(K, L) = KL, Each unit of K costs $1.2 and each unit
of L costs $ 0.6. Each unit of output sells at $12. Find the optimal level of K and L that maximize
profit.
Transcribed Image Text:3. a. A firm produces two different kinds A and B of a commodity. The daily cost of producing a units of A and y units of B is C(r, y) = 0.04z2 + 0.01ry + 0.01y + 4x + 2y + 500 A sells for $15 per unit and B sells for $9 per unit. Find the daily production levels of a and y that maximize profit per day b.A firm's production function is given by F(K, L) = KL, Each unit of K costs $1.2 and each unit of L costs $ 0.6. Each unit of output sells at $12. Find the optimal level of K and L that maximize profit.
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