Consider a production function of the following form: X = 100 L , where X = output
and L = input of labor (assuming other inputs are fixed).
a. Construct a figure like Figure 6-1 and a table like Table 6-1 for inputs of L = 0, 1, 2, 3,
and 4.
b. Explain whether this production function shows diminishing returns to labor. What
values would the exponent need to take for this production function to exhibit increasing
returns to labor?
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