Regarding the previous answer, would you mind giving more explanations about this question? I would really appreciate it. Thank you very much.

In the following the logarithm takes the base 2. If necessary, use log3=1.585,log5= 2.322. 2. We have the 2 nd order Markov chain the transition probability of which is given by the following: p(000)=0.8,p(001)=0.6,p(010)=0.2,p(011)=0.2,p(100)=0.2p(101)=0.4,p(110)=0.8p(111)=0.8 (1) Draw the Shannon state diagram with the state set {00,01,10,11}. (2) Using the result of (1), find the 44 transition probability Matrix. From this stochastic matrix find the stationary distribution u=[u(00),u(01),u(10),u(11)]. Furthermore find the entropy of this information source