Q1: A discrete memoryless source having six symbols A, B, C, D, E and F with probabilities: PA = 0.4, PB = 0.2, Pc = 0. 12, PD = PE = 0. 1, Pf = 0.08 (a) Determine the amount of information contained in the messages ABABBA and FDDFDF, then find the source entropy H(x). (b) Show that there are two possible Shannon-Fano codes for the source whose symbol probability are given above. Then calculate the efficiency of the better code.

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Q1: A discrete memoryless source having six symbols A, B, C, D, E and F with probabilities:
PA = 0.4, Pg = 0.2, Pc = 0. 12, PD = PE = 0.1, PF = 0.08
(a) Determine the amount of information contained in the messages ABABBA and FDDFDF,
then find the source entropy H(x).
(b) Show that there are two possible Shannon-Fano codes for the source whose symbol
probability are given above. Then calculate the efficiency of the better code.
Transcribed Image Text:Q1: A discrete memoryless source having six symbols A, B, C, D, E and F with probabilities: PA = 0.4, Pg = 0.2, Pc = 0. 12, PD = PE = 0.1, PF = 0.08 (a) Determine the amount of information contained in the messages ABABBA and FDDFDF, then find the source entropy H(x). (b) Show that there are two possible Shannon-Fano codes for the source whose symbol probability are given above. Then calculate the efficiency of the better code.
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