Question: We have a source x , n = | x | such that AAxinx, p ( x ) = 1 n . Let C be

We have a source x,n=|x| such that AAxinx,p(x)=1n. Let C be a Huffman Code of x.
4+(2+1+1)=8
(a) Prove that AAxinx,|~log2n~|-|C(x)|in{0,1}.
(b) Compute L(C),(C), and (C) as a functions of n.
We have a source x,n=|x| such that AAxinx,p(x)=1n. Let C be

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