Answer the following statement(s) true (T) or false (F)
1. The fundamental matrix is derived from the matrix of transition probabilities and is relatively easy to compute for Markov processes with a small number of states.
2. Steady-state probabilities are independent of initial state.
3. A Markov chain cannot consist of all absorbing states.
4. If an absorbing state exists, then the probability that a unit will ultimately move into the absorbing state is given by the steady-state probability.
5. All Markov chains have steady-state probabilities.
1. TRUE
2. TRUE
3. FALSE
4. FALSE
5. FALSE
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What will be an ideal response?
After you determine your purpose and analyze your audience, your next step is to A) practice your delivery
B) collect information. C) organize the ideas. D) choose your topic.