I want a MATLAB!! Solution for this question. Specially for B and C

1. Assume there are three political parties, Republican, Democrat, and United, which have consistent voting patterns from year to year represented by the following stochastic matrix T and initial voter distribution x(0). (Here tij = the proportion of members of partyj who switch to party 1' during the next year.) ('om) Initial State Rep. Dem. Uri. Km .715 .33 .10 Rep. .44 .45 .11 .10 .55 .02 Dem.(to) a}Use MATLAB to find a steady state vector .15 .12 .88 Un. and explain what this means in terms of longterm voter behavior. b} Experiment with the stochastic matrix T to see if you can determine a way for the Democrat to achieve a better steady state vector (Le, a higher percentage of Democrats over the long term). Write down at least two different valid T's (make sure the columns sum to one), determine the steady state vectors, and explain your results. c) Choose different initial state vector and find the steady state vector. Does an initial state vector have any influence on long term behavior