Explain in your own words why average product can increase

Reference no: EM132197902

Question: Explain in your own words why average product can increase even when the marginal product decreases, as long as marginal product is still above the average product. The response must be typed, single spaced, must be in times new roman font (size 12) and must follow the APA format.

Reference no: EM132197902

Questions Cloud

Input three numbers representing the number of pins knocked : Write a complete C++ program that inputs three numbers representing the number of pins knocked down by a bowler in three throws.

How does new firm develop brand : Outline a Brief Throughly about PREDATORY LENDING LAWS,and MORTGAGE FRAUD. What is a brand? How does a new firm develop a brand ?

Elasticity of demand for a given product or services : What are some examples from your own life, and why do you consider their demand to be elastic (or not!)?

About to establish business operations in china : You are part of a meeting with a managers from a unit of your firm about to establish business operations in China.

Explain in your own words why average product can increase : Explain in your own words why average product can increase even when the marginal product decreases, as long as marginal product is still above the average

Write a command line application that indexes the words : Write a command line application Problem2.java that indexes the words contained in a text file. Your program should go through the input file line by line.

Apply appropriate communication media : Apply appropriate communication media and methods to various situational needs in organizational settings.

Difference between marketable title and insurable title : Explain the process of partition as it relates to the co-ownership. Explain the difference between a marketable title and an insurable title?

Show that your utility function of wealth is concave : In an experiment where a fair coin was flipped and you got paid $2,000 if heads and $0 if tails. I is agreed that you would pay $500 for this game.

User Account

All Pages