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1. For each group of functions, sort the functions in increasing order of asymptotic (big-O) complexity, explain your answer: (a) (10 points) Group 1: f1(n)f2(n)f3(n)f4(n)=n0.999999logn=10000000n=1.000001n=n2

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1. For each group of functions, sort the functions in increasing order of asymptotic (big-O) complexity, explain your answer: (a) (10 points) Group 1: f1(n)f2(n)f3(n)f4(n)=n0.999999logn=10000000n=1.000001n=n2 (b) (10 points) Group 2: f1(n)=221000000f2(n)=2100000nf3(n)=(n2)f4(n)=nn

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