A firm uses capital and labour to produce widgets . In the short run capital is fixed ,while labour is variable . The short-run production is X = -L^3 +24l^2 +240L where X is the number of widgets produced in per week,and L is the number of workers employed .Each worker works a 40-hourweek. The wage rate is $12 per hour. a. Calculate the ranges of variables for L over which the firm is in stage 1,2 and 3 b. What is the minimum product price at which the firm will operate in the short run? c. The product price, over which the firm has no control is such that the firm's maximum posible pure profit $ 1096 per week. In order to achieve that level of profit it must employ 16 workers .How much is the firm's total cost?.
A firm uses capital and labour to produce widgets . In the short run capital is fixed ,while labour is variable . The short-run production is
X = -L^3 +24l^2 +240L where X is the number of widgets produced in per week,and L is the number of workers employed .Each worker works a 40-hourweek. The wage rate is $12 per hour.
a. Calculate the ranges of variables for L over which the firm is in stage 1,2 and 3
b. What is the minimum product price at which the firm will operate in the short run?
c. The product price, over which the firm has no control is such that the firm's maximum posible pure profit $ 1096 per week. In order to achieve that level of profit it must employ 16 workers .How much is the firm's total cost?.
Step by step
Solved in 3 steps with 6 images