If a perfectly competitive firm which produces two commodities, has the cost function C = 2Q² + 2Q where Q, and Q2 denote the production level of commodity 1 and commodity 2 respectively. (Note: There are 3 questions in the test regarding the information given above) If the prices of commodities are P and P, respectively, find the optimal levels of output that the firm should produce to maximize its profit O a. Q; = 1/4P, and Q; = 1/4P, O b. Qi 1/6P, and Q; = 1/4P, O c. Q; = 1/6P and Q; = 1/6P, O d. Qi = 1/4P, and Q; = 1/6P,

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
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Chapter19: Externalities And Public Goods
Section: Chapter Questions
Problem 19.1P: A firm in a perfectly competitive industry has patented a newprocess for making widgets. The new...
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If a perfectly competitive firm which produces two commodities, has the cost function
C = 2Q² + 2Q?
where Q1 and Q2 denote the production level of commodity 1 and commodity 2 respectively.
(Note: There are 3 questions in the test regarding the information given above)
If the prices of commodities are P and P2 respectively, find the optimal levels of output that the firm should produce to maximize its profit
O a. Q 1/4P and Q
b. Q; 1/6P and Q = 1/4P2
Oc. Q; =1/6P and Q; = 1/6P2
O d. Qi 1/4P, and Q = 1/6P,
; = 1/4P,
Transcribed Image Text:If a perfectly competitive firm which produces two commodities, has the cost function C = 2Q² + 2Q? where Q1 and Q2 denote the production level of commodity 1 and commodity 2 respectively. (Note: There are 3 questions in the test regarding the information given above) If the prices of commodities are P and P2 respectively, find the optimal levels of output that the firm should produce to maximize its profit O a. Q 1/4P and Q b. Q; 1/6P and Q = 1/4P2 Oc. Q; =1/6P and Q; = 1/6P2 O d. Qi 1/4P, and Q = 1/6P, ; = 1/4P,
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