The marginal product of labor is 10.
Data and Calculations:
Production function = Q = 20K0.5L0.5 = 20 x K x 0.5 x L x 0.5
Where:
Q = number of surgeries per day
K = number of machines
L = number of employees
Assuming that:
K = 2
L = 2
Therefore, Q1 = 20 x 2 x 0.5 x 2 x 0.5
= 20 surgeries per day
Q2 = 20 x 2 x 0.5 x 3 x 0.5
= 30 surgeries per day
Change in productivity = 10 (30 - 20)
Change in labor = 1 (3 - 2)
Marginal product of labor = change in output / change in labor
= 10 (10/1)
Thus, the marginal product of labor for the production function is 10.
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Answer:
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Answer:
Operating Income= $110,000
Explanation:
Giving the following information:
Robusta Coffee Importers sold 6,000 units in October at a sales price of $35 per unit. The variable cost is $ 15 per unit. The monthly fixed costs are $10,000.
The operating income is the difference between the contribution margin and the fixed costs:
Contribution margin= selling price - unitary variable cost
Operating income= Total contribution margin - fixed costs
OI= 6,000*(35 - 15) - 10,000= $110,000
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You need conversion in this problem to solve it. Since you are already given of all the data, you just need to utilize the data to come up with the answer. You simply have to divide the equivalent units of a barrel with the U.S. barrels and further divide it with the equivalent gallons of U.S. barrel. You can get $2.24 ($94 / 31.5 / 1.33).<span> </span>
