Question: Consider the following set of tripled difference equations: an+1 = an [Pab_ an bn L100 bn+1 = bn + | Paban bn| - [Pbcbn]

Consider the following set of tripled difference equations:Aut2 = a - Lipa o an bon]Bn+1 = bu + 110 an ba] - !Prebend(n+1 

Consider the following set of tripled difference equations: an+1 = an [Pab_ an bn L100 bn+1 = bn + | Paban bn| - [Pbcbn] [100 Cn+1 = Cn + [Pbcbn] Where Pab is the probability of State a transitioning to State b, Pbc is the probability of State b transitioning to State c, and the FLOOR function is used to guarantee integer values. Based on the equations, identify the absorbing state or states, and the emitting state or states, if any. = For Pab = 0.6 and Pbc = 0.3, find the first five pairs of values in the sequence for ao = 50 and bo 50. What seems to be the general trend for the values? Part D continues below. Repeat the above analysis for (ao, bo) equal to (0, 100), (25, 75), (75, 25), and (100, 0). How do the trends compare?

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The absorbing state is C and the emitting state is A For Pab 06 and Pbc 03 the first five pairs of v... View full answer

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