Evaluate the efficiency of a fixed-length binary code


Solve the following problem:

A DMS has an alphabet of five letters xi, i = 1, 2,..., 5, each occurring with probability 1 5 . Evaluate the efficiency of a fixed-length binary code in which

1. Each letter is encoded separately into a binary sequence.

2. Two letters at a time are encoded into a binary sequence.

3. Three letters at a time are encoded into a binary sequence.

 

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Applied Statistics: Evaluate the efficiency of a fixed-length binary code
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