Question

All of the following are rules to determine Big-Oh notation for a function EXCEPT: Group of answer choices nlogn You can ignore constant factors. 5n2 is just O(n2) If you have more than one of the Seven Basic Functions, only use the fastest growing. For instance, 5n4+3n3+2n2 is O(n4). If more than one function provide an asymptotic bound, either would be correct, but use the one with the tightest bound. 3x is both O(x) and O(x2), but it's better to say O(x).

Name: all of the following are rules to determine big oh notation for a function except group of answer choices nlogn you can ignore constant factors 5n2 is just on2 if you have more than one of t 03422
Uploaded: 2023-11-20T17:07:07-08:00
Duration: 2 min 2 s
Channel: Akash M
Description: all of the following are rules to determine big oh notation for a function except group of answer choices nlogn you can ignore constant factors 5n2 is just on2 if you have more than one of t 03422

          All of the following are rules to determine Big-Oh notation for a function EXCEPT:
Group of answer choices
nlogn
You can ignore constant factors. 5n2 is just O(n2)
If you have more than one of the Seven Basic Functions, only use the fastest growing. For instance, 5n4+3n3+2n2 is O(n4).
If more than one function provide an asymptotic bound, either would be correct, but use the one with the tightest bound. 3x is both O(x) and O(x2), but it's better to say O(x).

Added by Kathryn V.

Computer Science and Information Technology

Trishna Knowledge Systems 2018 Edition

Instant Answer

Solved by Expert Akash M

11/20/2023

Step 1

Big-Oh notation is used to describe the upper bound of the time complexity of an algorithm, focusing on the growth rate of the function as the input size approaches infinity. Show more…

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All of the following are rules to determine Big-Oh notation for a function EXCEPT: Group of answer choices nlogn You can ignore constant factors. 5n2 is just O(n2) If you have more than one of the Seven Basic Functions, only use the fastest growing. For instance, 5n4+3n3+2n2 is O(n4). If more than one function provide an asymptotic bound, either would be correct, but use the one with the tightest bound. 3x is both O(x) and O(x2), but it's better to say O(x).