Data collected from selected major metropolitan areas in the eastern United States show that 3% of individuals living within the city limits move to the suburbs during a one-year period, while 1% of individuals living in the suburbs move to the city during a one-year period. Answer the following questions assuming that this process is modeled by a Markov process with two states: city and suburbs. (a) Prepare the matrix of transition probabilities. City Suburbs City Suburbs (b) Compute the steady-state probabilities. City T 1 Suburbs = T2 (c) In a particular metropolitan area, 45% of the population lives in the city, and 55% of the population lives in the suburbs. What population changes do your steady-state probabilities project for this metropolitan area? The area will show ---Select--- v in the city population and ---Select--- V in the suburb population. Need Help? Read It