Question: 3. Let S be a binary source (thus S = {0,1)). In order to guarantee that the average codeword length, per source symbol of S,

 3. Let S be a binary source (thus S = {0,1)).

3. Let S be a binary source (thus S = {0,1)). In order to guarantee that the average codeword length, per source symbol of S, is at most 0.01 greater than the entropy of S, which extension of S should we encode? How many codewords would we need

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