Question: Question Six (1) Let S = {ab b b} and let T = {ab bb bbbb} show that s = 1* Let S = ab

 Question Six (1) Let S = {ab b b} and let

Question Six (1) Let S = {ab b b} and let T = {ab bb bbbb} show that s = 1"* Let S = ab bb} and let T = {ab bb bbb} show that $**T", but SCT (b) The set POLYNOMIAL is defined by the rules: Rule 1: Any number is in POLYNOMIAL Rule 2: The variable x is in POLYNOMIAL Rule 3: If p and q are in POLYNOMIAL, then so are p+q, p-q. (p)and pq Using these rules, show that (1) 3x + 7x-9 is POLYNOMIAL (ii) Using the fact that 3x2 + 7x-9 = (((()x)+7)x) - 9) show how to produce this polynomial from the rules for POLYNOMIAL using multiplication only twice (iii) Why are recursive definitions important in computer science

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