Q3. Describe how you can get 3 types of slopes of production curve (TP) with respect to input labor. Q4. Suppose the firm sells its output according to the following demand schedule: Labor Total Product Product Price 1 X+2 (Z+3)/10 18 2.8 3 29 2.30 30 1.20

Q3. Describe how you can get 3 types of slopes of production curve (TP) with respect to input labor. Q4. Suppose the firm sells its output according to the following demand schedule: Labor Total Product Product Price 1 X+2 (Z+3)/10 18 2.8 3 29 2.30 30 1.20

Principles of Microeconomics (MindTap Course List)

8th Edition

ISBN:9781305971493

Author:N. Gregory Mankiw

Publisher:N. Gregory Mankiw

Chapter18: The Markets For The Factor Of Production

Section: Chapter Questions

Problem 3PA

See similar textbooks

Similar questions

1. Suppose a short-run production function is described as Q40L 0.04L2 where L is the number of labors used each hour.
a and b
1. The market price for tomatoes is $2/pound. Lynn is too small to influence the price of tomatoes. Her tomato (short-run) production function is given by q= L3 where L measures hours of labor and q measures pounds of tómatoes. (a) demand curve for labor. Lynn hires labor from a competitive labor market. Find her short run (b) elastic than her short-run demand for labor? Explain your answer. Would you expect Lynn's long-run demand for labor to be more or less
The market for drones is perfectly competitive. Labor is the only variable input. The fixed cost is $500. Based on the information in the table below, what is the Marginal Product of Labour when Q=300? Enter a number only, drop the $ sign. Wage rate =$100 per unit of Labour Quantity Quantity of of Labour Output 8 44 15 213 21 300 43 433
Assume a firm is trying to produce q0 units of output at the lowest total cost. The wage decreases, rotating the isocost line as shown in the below graph. Make the necessary changes to the graph to show the input combination that will now produce q0 at the lowest total cost. Make sure you show the new levels of labor and capital.
A manager hires labour and rents capital equipment in a very competitive market. Currently the wage rate is $12 per hour and capital is rented at $8 per hour, whereas the marginal product of labour is 60 units of output per hour and the marginal product of capital is 45 units of output per hour. Show if the firm is using the cost-minimizing combination of labour and capital and give appropriate advice if necessary.
A firm can manufacture a product according to the production function Q = 2(K)1/4 (L)3/4 where K represents capital equipment and L is labor. The company has already spent $10,000 on the 4 units capital. a. Please show the expression for the average product of labor, APL and the marginal product of labor, MPL. If workers at the firm are paid a competitive wage of $100 and the product is sold for $200 each, what is optimal level of labor usage and what is the maximum profit?
A firm can manufacture a product according to the production function Q = 2(K)1/2 (L)1/2 where K represents capital equipment and L is labor. The company has already spent $10,000 on the 4 units capital. a. Please show the expression for the average product of labor, APL and the marginal product of labor, MPL. b. If workers at the firm are paid a competitive wage of $100 and the product is sold for $200 each, what is optimal level of labor usage and what is the maximum profit?
Calculate the Marginal Product (MP) at each input level. If the price of printer is $100 each, calculate the Value of the Marginal of labor (VMPL). If the wage rate (per week) is $1800 , how many workers will be employed? If the firm decides to hire 14 workers, what is the maximum wage the firm would be willing to pay?
Suppose a firm produces the following products. Calculate and fill in the missing values in the table below. (Round your answers to the nearest whole number.) Marginal product of Value of marginal Product Number of workers Price per unit labor product of labor A 10 170 $1,200 20 130 $12 25 130 $14 30 90 $1,200 In the above case, when the daily wage of the workers is $1400, then the firm will produce the products only after reducing the number of workers employed. The firm observes with the help of the that as additional labor is employed, the quantity produced for product A increases.
A small specialty cookie company, whose only variable input is labor, finds that the average worker can produce 100 cookies per day, the cost of the average worker is $32 per day, and the price of a cookie is $1.00. Is the firm maximizing profit? The firm A. is not maximizing profit because the marginal revenue product of labor is greater than the wage. B. is not maximizing profit because the marginal revenue product of labor is less than the wage. C. is maximizing profit because the marginal product of labor is greater than the wage. D. is not maximizing profit because the price of the output is not equal to the wage. E. is not maximizing profit because the marginal product of labor is greater than the wage.
B. Suppose that your production process is characterized by the production function x = f(e) = 100 In ( + 1). For purposes of this problem, assume w > 1 and p > 0.01. a. Set up your profit-maximization problem. b. Derive the labor demand function. C. The labor demand curve is the inverse of the labor demand function with p held fixed. Can you demonstrate what happens to this labor demand curve when p changes? d. Derive the output supply function. e. The supply curve is the inverse of the supply function with w held fixed. What happens to this supply curve as w changes? (Hint: Recall that In x = y implies e' = x, where e ≈ 2.7183 is the base of the natural log.) f. Suppose p = 2 and w profit will you make? = 10. What is your profit-maximizing production plan, and how much