A man owns an Audi, a Ford, and a VW. He drives everyday 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) = 0.5
Pr(VW after Audi) = 0.5
Pr(Audi after Ford) = 0.6
Pr(VW after Ford) = 0.4
Pr(Audi after VW) = 0.9
Pr(Ford after VW) = 0.1
If he drove the Ford on Monday, what is the probability that he will drive the VW on Wednesday?
A) Pr(VW on Wednesday) = 0.3
B) Pr(VW on Wednesday) = 0.4
C) Pr(VW on Wednesday) = 0.01
D) Pr(VW on Wednesday) = 0.1
E) Pr(VW on Wednesday) = 0.16
Correct Answer:
Verified
Q160: An insurance company receives 40 claims in
Q161: Use the transition matrix Q162: The probability that daughters of a mother Q163: Use the transition matrix Q164: The probability that daughters of a mother Q166: A Markov chain has transition matrix Q167: For species that reproduce sexually, characteristics are Q168: Find the steady-state vector associated with the Q169: The local community-service funding organization in a Q170: A Markov chain has transition matrix
Unlock this Answer For Free Now!
View this answer and more for free by performing one of the following actions
Scan the QR code to install the App and get 2 free unlocks
Unlock quizzes for free by uploading documents