fi (n) = 4log2 n RÉPONSE... f2(n) = 32 + 3n RÉPONSE... f3(n) nº log, n nỗ RÉPONSE... fA(n) = 2" + log, (n!) RÉPONSE... fs(n) = fi(n) + f2(n) + f3(n) RÉPONSE...

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
For each of the functions fi find a function as simple as possible that is the most accurate large-O estimate possible.
fi (n)
= 4log2 n
RÉPONSE...
f2(n)
= 32 + 3n
RÉPONSE...
f3(n)
nº log, n
nỗ
RÉPONSE...
fA(n)
= 2" + log, (n!)
RÉPONSE...
fs(n) = fi(n) + f2(n) + f3(n)
RÉPONSE...
Transcribed Image Text:fi (n) = 4log2 n RÉPONSE... f2(n) = 32 + 3n RÉPONSE... f3(n) nº log, n nỗ RÉPONSE... fA(n) = 2" + log, (n!) RÉPONSE... fs(n) = fi(n) + f2(n) + f3(n) RÉPONSE...
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