Question: Discrete Math.Let f be a function that describes the number of steps required to carry out a certain algorithm. The number of items to be

Discrete Math.Let f be a function that describes the number of steps required to carry out a certain algorithm. The number of items to be processed is represented by n. For each function, describe what happens to the number of steps if the number of items is doubled

(a) f (n) = 1001

(b) f (n) = 3n

(d) f (n) = 2.5n^3

(e) f (n) = 1.4lg(n)

(f) f (n) = 2^n

(g) f (n) = nlg(n)

(h) f (n) = 100n^4

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