Suppose a firm only has $100 thousand dollars to spend in purchasing iron I and copper C to fabricate screws according to a certain production function. The cost of a pound of iron is $4 while that of a pound of copper is $2. Determine whether the following input combinations are economically feasible (total cost is less or equal than the budget constraint the company faces). If the combination is economically feasible then match it with the option that says Feasible" while if it is not- economically feasible then match it with the option "Non Feasible". I=25, C-2 I=20. C=9 1. Feasible 1=25. C=0 2. Non Feasible 1=15, C=10 1=0, C=50 >

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter10: Cost Functions
Section: Chapter Questions
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Question 2
) Listen
Suppose a firm only has $100 thousand dollars to spend in purchasing iron I and
copper C to fabricate screws according to a certain production function. The cost of
a pound of iron is $4 while that of a pound of copper is $2. Determine whether the
following input combinations are economically feasible (total cost is less or equal
than the budget constraint the company faces). If the combination is economically
feasible then match it with the option that says Feasible" while if it is not-
economically feasible then match it with the option "Non Feasible".
I=25, C-2
I=20. C=9
1. Feasible
1=25, C=0
2. Non Feasible
1=15, C=10
1=0, C=50
>
>
Transcribed Image Text:Question 2 ) Listen Suppose a firm only has $100 thousand dollars to spend in purchasing iron I and copper C to fabricate screws according to a certain production function. The cost of a pound of iron is $4 while that of a pound of copper is $2. Determine whether the following input combinations are economically feasible (total cost is less or equal than the budget constraint the company faces). If the combination is economically feasible then match it with the option that says Feasible" while if it is not- economically feasible then match it with the option "Non Feasible". I=25, C-2 I=20. C=9 1. Feasible 1=25, C=0 2. Non Feasible 1=15, C=10 1=0, C=50 > >
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