Question: Let f(n) = 1 p 1 + 2 p 2 + + (n1) p n 1 + n p n. Find g(n) so that f(n)

Let f(n) = 1 p 1 + 2 p 2 + + Let f(n) = 1 p 1 + 2 p 2 + + (n1) p n 1 + n p n. Find g(n) so that f(n) is (g(n)). Justify your answer by presenting clear arguments for the O and bounds

(3) (8 pts) Let f(n) = 1xV1 + 2x V2 + ... + (n-1)x Vn-1 + nxvn. ( Find g(n) so that f(n) is (g(n)). Justify your answer by presenting clear arguments for the 0 and 12 bounds

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