Decode the binary data "00100011111011000" in terms of the symbols S = {$1,$2,S3, S4, S5, S6} with probabilities P(S) = {0.21,0.39,0.12, 0.13,0.08 0.07} which were encoded using Huffman coding.

Q: 1. Convert the following CFG into Chomsky Normal Form (CNF): S → AbA A → Aa |ε

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Q: add the following binary numbers: 1.) 10101101101111 2.) 11010011 +11001000 3.) 1010101110011010 4.)…

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Q: main () { int x, y, z,M; x=0; y=1;z=1; M=++x || ++y && ++z; cout<<"M="<<M; }

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Q: Compute the log2 (50).

A: log2(50) = log2(5 × 10) = log2(5) + log2(10) = 2.3219280948874 + log2(5×2) = 2.3219280948874 +…

Q: Find all solutions, if any, (a) 7x=3(mod11) (b) 4x=1(mod6)

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Q: Solve for x: 7x = 3 mod 11

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Q: Show that if a is an even integer, then a2 ≡ 0 (mod 4), and if a is an odd integer, then a2 ≡ 1 (mod…

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Q: 2. Prove that the language L = {ba^b³^a"} is non-context free. Use the pumping lemma with length.…

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