Assume a firm has the following short-run production function: q (L) = L + 2L² – 1³ Given the production function above, answer the following two questions: A) If this firm is going to maximize profits in the short-run by producing a strictly positive level of output (q> 0), what is the lowest level of labor (L) they would employ? Minimum level of labor = 3

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Assume a firm has the following short-run production function:
q (L) = L + 2L² – 1³
Given the production function above, answer the following two questions:
A) If this firm is going to maximize profits in the short-run by producing a strictly positive level of
output (q> 0), what is the lowest level of labor (L) they would employ?
Minimum level of labor = 3
B) Now suppose the firm must pay each unit a labor (L) a wage of $6 (w = 6). If this firm is
maximizing their profits in the short-run by hiring 4 units of labor (L
that they can charge for each unit of output they produce?
Price =
dollars
-
4), what must be the price (p)
Transcribed Image Text:Assume a firm has the following short-run production function: q (L) = L + 2L² – 1³ Given the production function above, answer the following two questions: A) If this firm is going to maximize profits in the short-run by producing a strictly positive level of output (q> 0), what is the lowest level of labor (L) they would employ? Minimum level of labor = 3 B) Now suppose the firm must pay each unit a labor (L) a wage of $6 (w = 6). If this firm is maximizing their profits in the short-run by hiring 4 units of labor (L that they can charge for each unit of output they produce? Price = dollars - 4), what must be the price (p)
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