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A Man Owns an Audi, a Ford, and a VW

Question 123

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A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​
Pr(Ford after Audi) = A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​ Pr(VW after Audi) = A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​ Pr(Audi after Ford) = A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​ Pr(VW after Ford) = A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​ Pr(Audi after VW) = A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​ Pr(Ford after VW) = A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​ ​
What is the steady-state vector for this problem?
​


A) ​ A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​
B) ​ A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​
C) ​ A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​
D) ​ A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​
E) ​ A man owns an Audi, a Ford, and a VW. He drives every day and never drives the same car two days in a row. These are the probabilities that he drives each of the other cars the next day: ​ Pr(Ford after Audi) = Pr(VW after Audi) = Pr(Audi after Ford) = Pr(VW after Ford) = Pr(Audi after VW) = Pr(Ford after VW) = ​ What is the steady-state vector for this problem? ​ A) ​ B) ​ C) ​ D) ​ E) ​

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