a) [1.5 marks] Design a binary Huffman code for a text source of three independent letters A, B, and C with probabilitie
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a) [1.5 marks] Design a binary Huffman code for a text source of three independent letters A, B, and C with probabilitie
a) [1.5 marks] Design a binary Huffman code for a text source of three independent letters A, B, and C with probabilities 0.9, 0.08, and 0.02, respectively. b) [0.5 mark] Determine the average code length for the code. c) [0.5 marks] Determine the coding efficiency of the code.
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