Question: Question 2 (Asymptotic Comparisons, 20 points). Sort the following functions of n in terms of their asymptotic grouth rates. In particular, ones should go later

Question 2 (Asymptotic Comparisons, 20 points). Sort the following functions of

Question 2 (Asymptotic Comparisons, 20 points). Sort the following functions of n in terms of their asymptotic grouth rates. In particular, ones should go later in the list if they are larger when sufficiently large values of n are used as inuts. Which of these functions have polynomial growth rates? Remember to justify your answers. a(n)20.o b(n) 100000n .c(n) nlog(n) . d(n) = n2/log2(n)-20n + sin(n) e(n) = n

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