Alpha = 3

Beta = 9

'7. (15 points) The following represents a transition matrix of a Markov Chain that has two states. a/10 3/10 (10a)/10 (10-3)/10 Clarication: The numbers in the matrix are fractions. So for instance, if you were using the values 2/10 7/10 a = 2 and}? = 7, then the matr1x would be written as [8/10 3/10 . a) Assuming you are equally likely to start in either of the two states, nd the probability of being in each state after two transitions. b) Find the steady-state vector