PLEASE DO ASAPAnalysis of Algorithms Problem 1. [Category: Asymptotic notations] In this question, you are asked to compare pairs of functions,and for each pair (f(n), g(n)), and each X € {0,n,0}, say whether f(n) E X(9(n)) or not. The first entryhas been given, reflecting that n² e O(n³).f(n)lg(n!)g(n)lg(n)YESYESYESn2nlg(n)n log; (n) n log3 (n)2nn1002n2(n+2)

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Problem 1. [Category: Asymptotic notations] In this question, you are asked to compare pairs of functions, and for each pair (f(n), g(n)), and each X € {O,N,O}, say whether f(n) E X(g(n)) or not. The first entry has been given, reflecting that n² e O(n³). _f(n) lg(n!) g(n) Ig(n) YES YES YES n2 lg(n) n log, (n) n log3 (n) 2n n100 2n 2(n+2)

Problem 1. [Category: Asymptotic notations] In this question, you are asked to compare pairs of functions, and for each pair (f(n), g(n)), and each X € {O,N,O}, say whether f(n) E X(g(n)) or not. The first entry has been given, reflecting that n² e O(n³). _f(n) lg(n!) g(n) Ig(n) YES YES YES n2 lg(n) n log, (n) n log3 (n) 2n n100 2n 2(n+2)

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

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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