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Given the following set of character-probability pairs: (a, 0.2), (b, 0.1), (c, 0.3), (d, 0.15), (e, 0.05), (f, 0.2) (the probability associated with each character is the probability of the character occurring in the text to be compressed.) build a huffman tree for this character set. fill in the following table to show the leaves queue (s) and the trees queue (t) at the end of each step.

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Given the following set of character-probability pairs: (a, 0.2), (b, 0.1), (c, 0.3), (d, 0.15), (e...
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