Supervisors | Output |
0 | 100 |
1 | 500 |
2 | 860 |
3 | 1,160 |
4 | 1,400 |
5 | 1,560 |
6 | 1,640 |
7 | 1,680 |
8 |
1,680 |
Consider the table above from a hypothetical company. The company sells it's goods in a competitive product market at a price of P = $5. The daily wage of supervisors is W = $600. What is the marginal revenue product of labor (MRPL) of the fifth worker?
A. $600
B. $400
C. $800
D. $200
option C
$800
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MP(n)=(TP(n)-TP(p))/(n-p)
MP(n)=marginal product of n th unit of input
TP(n)= total product of n inputs
TP(p)=total product of p inputs
it is true for n>p
MPP(5)=(1560-1400)/(5-4)=160
MRPL=MPL*price
MRPL(5)=160*5=$800
Supervisors | Output | MPL | MRPL |
0 | 100 | ||
1 | 500 | 400 | 2000 |
2 | 860 | 360 | 1800 |
3 | 1160 | 300 | 1500 |
4 | 1400 | 240 | 1200 |
5 | 1560 | 160 | 800 |
6 | 1640 | 80 | 400 |
7 | 1680 | 40 | 200 |
8 | 1680 | 0 | 0 |
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