Consider the Markov chain from Exercise 7.2. (a) Provide the transition matrix P for the Markov chain.
(b) Is there a limiting distribution? If so, determine it.
(c) Determine all stationary distributions. Hint: You have to use Exercise 7.3. g

Imogene invested $8,000 in a bank account that pays 8 percent simple interest at the end of each year. her friend invested the same amount in stocks where the growth of the investment is represented as 2,000 times the square root of 2 less than the time lapsed in years. if y1 and y2 represent the amount earned in dollars and t is the time lapsed in years, which system of equations correctly represents the situation?

Pam buys a sleeve of ball bearings for her skateboard. each of the bearings is 1 1/5 inches wide. the sleeve is 9 3/5 inches long. how many ball bearings are in the sleeve? show your work.

If x = -2, then x 2-7x+10 equals a. 0 b.20 c.28