8. Average and marginal product of labor Caroline's pizza restaurant uses a combination of workers and ovens to produce pizzas. The total number of pizzas produced per hour is given by th function q = 4K0.5 10.5, where K is the number of ovens and I is the number of workers. Although the two inputs are relatively substitutable, the number of ovens is fixed in the short run, and therefore Caroline is primarily interested in the marginal and average product of labor given her curr number of ovens (4). Complete the following table using the production function given. Ovens Workers Pizzas Per Hour Average Productivity (K) (L) (9) 4 1 4 4 2 WN 3 11.31 13.86 (9/L) 5.66 4.62 MPL

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8. Average and marginal product of labor
Caroline's pizza restaurant uses a combination of workers and ovens to produce pizzas. The total number of pizzas produced per hour is given by the
function q = 4K0.5 10.5, where K is the number of ovens and I is the number of workers. Although the two inputs are relatively substitutable, the
number of ovens is fixed in the short run, and therefore Caroline is primarily interested in the marginal and average product of labor given her current
number of ovens (4).
Complete the following table using the production function given.
Ovens Workers Pizzas Per Hour Average Productivity
(K)
(L)
(9)
4
1
4
4
4
2
3
4
11.31
13.86
Given Caroline's production function, she faces
marginal productivity of workers
(q/L)
5.66
4.62
MPL
returns to scale. However, you can see that when one input is held constant, the
as more and more workers are added.
Still holding the number of ovens (K) fixed at 4, it would take
workers to produce 32 pizzas per hour.
Transcribed Image Text:8. Average and marginal product of labor Caroline's pizza restaurant uses a combination of workers and ovens to produce pizzas. The total number of pizzas produced per hour is given by the function q = 4K0.5 10.5, where K is the number of ovens and I is the number of workers. Although the two inputs are relatively substitutable, the number of ovens is fixed in the short run, and therefore Caroline is primarily interested in the marginal and average product of labor given her current number of ovens (4). Complete the following table using the production function given. Ovens Workers Pizzas Per Hour Average Productivity (K) (L) (9) 4 1 4 4 4 2 3 4 11.31 13.86 Given Caroline's production function, she faces marginal productivity of workers (q/L) 5.66 4.62 MPL returns to scale. However, you can see that when one input is held constant, the as more and more workers are added. Still holding the number of ovens (K) fixed at 4, it would take workers to produce 32 pizzas per hour.
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