Refer to the following table.
Labor |
Output |
Price |
0 | 0 | $2.20 |
1 | 16 | 2.00 |
2 | 31 | 1.80 |
3 | 45 | 1.60 |
4 | 58 | 1.40 |
5 | 69 | 1.20 |
6 | 78 | 1.00 |
Assume that the labor market is perfectly competitive. What are the values of marginal product and the marginal revenue product, respectively, for the third worker?
$19.00; $5.40
$25.20; $19.00
$81.00; $62.00
$81.00; $5.40
MPL= TPL of nth worker - TPL of n-1th workers.
MRPL=MPL*P
MPL of thid labor= 14
MRPL of third labor =22.4
Since this is not given in the above option.
But i have checked it twice and my answer is correct. There may be some mistake in the question.
Hence correct answer will be ( 14, 22.4)
Refer to the following table. Labor Output Price 0 0 $2.20 1 16 2.00 2 31...
Labor Output Price (D1) Price (D2) 0 0 $10.00 $10.00 1 16 10.00 9.50 2 31 10.00 9.00 3 45 10.00 8.50 4 58 10.00 7.50 5 69 10.00 6.50 6 78 10.00 5.50 Assume that the labor market is perfectly competitive. Suppose the firm’s product demand is given by the column labeled D1. If the wage rate is $125, the firm will achieve maximum profit by hiring _____ workers. 3 5 4 6
Refer to the following table to answer the next five questions: Number of Workers Output 1 20 2 30 3 38 4 42 5 44 If the price of output is $5, the value of the marginal product of labor of the third worker is $30. $190. $8. $40. $38.
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