« previous next »

Author Question: Marginal product of labor A) is the derivative of the production function with respect to a one unit ... (Read 149 times)

saliriagwu

  • Hero Member
  • *****
  • Posts: 537
on: Jun 30, 2018
Marginal product of labor
 A) is the derivative of the production function with respect to a one unit change in labor.
  B) is the derivative of the production function with respect to a one unit change in capital.
  C) is the derivative of the marginal cost curve.
  D) none of these choices.

Question 2

Alex's production is worth 60 and Harry's is worth 40 . They decide to form a coalition and produce together such that their combined production is worth 135 . What is the maximum benefit Alex can earn while ensuring Harry does not leave the coalition?
 a. 75
  b. 96
  c. 77.5
  d. 94


anoriega3

  • Sr. Member
  • ****
  • Posts: 323
Reply #1 on: Jun 30, 2018
Answer to Question 1

A

Answer to Question 2

D


Related Topics

Need homework help now?

Ask unlimited questions for free

Ask a Question
« previous next »
 

Did you know?

Patients should never assume they are being given the appropriate drugs. They should make sure they know which drugs are being prescribed, and always double-check that the drugs received match the prescription.

Did you know?

Aspirin is the most widely used drug in the world. It has even been recognized as such by the Guinness Book of World Records.

Did you know?

Chronic marijuana use can damage the white blood cells and reduce the immune system's ability to respond to disease by as much as 40%. Without a strong immune system, the body is vulnerable to all kinds of degenerative and infectious diseases.

Did you know?

Approximately 25% of all reported medication errors result from some kind of name confusion.

Did you know?

Pope Sylvester II tried to introduce Arabic numbers into Europe between the years 999 and 1003, but their use did not catch on for a few more centuries, and Roman numerals continued to be the primary number system.

Labor and delivery. Labor and delivery.
How to evaluate trigonometric functions when theta is an inverse trigonometric function How to evaluate trigonometric functions when theta is an inverse trigonometric function
Histone and pol II CTD modifications as a function of gene position Histone and pol II CTD modifications as a function of gene position
How to vertically stretch and compress the quadratic function How to vertically stretch and compress the quadratic function
Graph the function by hand & label key points on graph: Graph the function by hand & label key points on graph:
Comparison of loss- and gain-of-function alleles Comparison of loss- and gain-of-function alleles
Video: Anaphylaxis Animation

For a complete list of videos, visit our video library