Question: What is an optimal Huffman code (prefix-free variable-length binary code) for the following set of frequencies, based on the first Fibonacci numbers? A:2 B:2 C:4

What is an optimal Huffman code (prefix-free variable-length binary code) for the following set of frequencies, based on the first Fibonacci numbers? A:2 B:2 C:4 D:6 E:10 F:16 G:26: H:42 I:68. Can you generalize your answer to find the optimal code when the frequencies are the first n Fibonacci numbers?

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