Construct the Huffman code (i.e, the optimum prefix code) for the alphabet {a,b, c, d, e,...

  

 

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Construct the Huffman code (i.e, the optimum prefix code) for the alphabet {a,b, c, d, e, f, g} with the following frequencies: Symbols a b d e f g Frequencies 30 20 58 29 59 85 25 Also give the weighted length of the code (i.e, the sum over all symbols the frequency of the symbol times its encoding length). Construct the Huffman code (i.e, the optimum prefix code) for the alphabet {a,b, c, d, e, f, g} with the following frequencies: Symbols a b d e f g Frequencies 30 20 58 29 59 85 25 Also give the weighted length of the code (i.e, the sum over all symbols the frequency of the symbol times its encoding length).

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Certainly constructing a Huffman code requires following a series of steps to create an efficient variablelength prefixfree binary code set where no c... View the full answer