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Author Question: It is impossible to represent a three variable relationship in a two-dimensional graph. Is this ... (Read 119 times)

Beheh

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on: Jun 29, 2018
It is impossible to represent a three variable relationship in a two-dimensional graph. Is this statement true or false? Explain your answer.
 
  What will be an ideal response?

Question 2

An industry with a high concentration ratio might still be competitive if
 
  A) there are no close substitutes for its product.
  B) its barriers to entry are low.
  C) its production is geographically concentrated.
  D) it has a high ratio of value added to sales.


ms_sulzle

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Reply #1 on: Jun 29, 2018
Answer to Question 1

The statement is false because it is possible to represent a three variable relationship in a two dimensional graph. To do so, start by focusing on two of the variables. Assume that the third variable does not change (the ceteris paribus assumption) and then graph the relationship between the two variables. The graph shows how these two variables are related when the third variable does not change. When the third variable does change, then the entire relationship between the two graphed variables changes. In other words, the line showing the relationship between the two graphed variables shifts so that it becomes an entirely new line. The shift in the line shows how the third variable influences the other two.

Answer to Question 2

B


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Beheh

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Reply #2 on: Jun 29, 2018
Thank you


ms_sulzle

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Reply #3 on: Jun 29, 2018
No problemo


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