The production of customers served (Q) at a convenience store is determined by the function Q(L,K) = LK + K, where L is labor and K is checkout stands. Which statement correctly describes the corresponding short-run average product of labor curve, where the number of checkout stands is fixed?
A. APL decreases at a decreasing rate.
B. APL decreases at an increasing rate.
C. APL decreases at a constant rate.
D. APL increases at a decreasing rate.
E. APL increases at an increasing rate.
Option A.
For example, Let us increase L and keep K fixed =50
L | K | Output | APL | Change in APL |
0 | 50 | 50 | ||
10 | 50 | 550 | 55.00 | 55.00 |
20 | 50 | 1050 | 52.50 | -2.50 |
30 | 50 | 1550 | 51.67 | -0.83 |
40 | 50 | 2050 | 51.25 | -0.42 |
50 | 50 | 2550 | 51.00 | -0.25 |
60 | 50 | 3050 | 50.83 | -0.17 |
70 | 50 | 3550 | 50.71 | -0.12 |
80 | 50 | 4050 | 50.63 | -0.09 |
90 | 50 | 4550 | 50.56 | -0.07 |
100 | 50 | 5050 | 50.50 | -0.06 |
So, looking at the graph and table, the APL decreases at an decreasing rate
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