(d) (e) n1.01 0.1. In each of the following situations, indicate whether f = 0(g), or f = N2(g), or both (in which case f = O(g)). f(n) g(n) (a) n - 100 n 200 n1/2 n2/3 100n + log n n+ (log n) n log n 10n log 10n log 2n log 3n 10 log n log(na) n logn na / log n n(log n)2 (log n) 10 () (log n) log n n/log n (k) vn (log n)3 n1/2 5log2 n (m) n2n (n) 2n 2n+1 (0) n! (p) (log n) logn 2(log, n)2 (q) S_, ik ESS no.1 2n nk+1