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(a) Prove T(n) is a polynomial of n with degree 2 for selection sort. Plot T(n) vs n for 2n50. Compute limnn2T(n).(5pt) (b) let f1(n)=43n2,f2(n)=41n2.

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(a) Prove T(n) is a polynomial of n with degree 2 for selection sort. Plot T(n) vs n for 2n50. Compute limnn2T(n).(5pt) (b) let f1(n)=43n2,f2(n)=41n2. Plot f1(n),T(n),f2(n) on the same plot for 2 n50. For what values of n do you observe the following relation: f2(n)

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