Earl sells lemonade in a competitive market on a busy street in Port Jefferson. His production function is f (x1, x2) = x1^1/3 * x2^1/3, where x1 is the number of lemons and x2 is the number of hours of labor. Earl’s supply of lemonade S(P. w1, w2) is
a. |
p^2 / (9 w1 w2). |
|
b. |
p^2 * (9 w1 w2). |
|
c. |
P/ (3 w1 w2). |
|
d. |
(w1 w2) / 3P. |
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e. |
(P^2 / w1) + (P^2 / 3 w2). |
Answer:
option a)
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