[5] For each of the following functions f find a simple function g such that f(n) = Ⓒ(g(n)). (a) fi(n) (1000) 2" +4". (b) f(n)=n+n logn + √n. (c) fs (n) log(n20) + (log n) ¹0. 100 (d) fa (n) = (0.99)" +n¹

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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[5] For each of the following functions f find a simple function g such that f(n) =
(g(n)).
(a) fi(n)= (1000)2" +4".
(b) f(n)=n+n logn + √n.
(c) f3 (n) = log(n20) + (log n) ¹⁰.
(d) fa (n) (0.99)" +n¹00.
=
Transcribed Image Text:[5] For each of the following functions f find a simple function g such that f(n) = (g(n)). (a) fi(n)= (1000)2" +4". (b) f(n)=n+n logn + √n. (c) f3 (n) = log(n20) + (log n) ¹⁰. (d) fa (n) (0.99)" +n¹00. =
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