Question: Using O notation, give the most precise and smallest estimate possible of the following functions: (a) f1(n) = 23 log2 n (b) f2(n) = 1

Using O notation, give the most precise and smallest estimate possible of the following functions:

(a) f1(n) = 23 log2 n

(b) f2(n) = 1 + 2 + 3 + + n + (n + 1) + (n + 2)

(c) f3(n) = 24 log2 (10)

(d) f4(n) = (n 3 + n log n)(n 2 + 4n + log(n 2 ))

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