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Organize the following functions into six groups (labeled 1 to 6). Items in the same group should have the same asymptotic growth rates (they should be big-O of each other). If a group’s label is lower than that of another group, all its growth rates should be slower than those of the group with the larger label (so group 1 should have the slowest growth rates and group 6 should have the fastest growth rates) log3(3n), log3(n4), 2 log2(n), 20n, 2nlog2(n), 2n2 + 50n, n3/2, n5/n2, n!/3!, n! + n0.5

Organize the following functions into six groups (labeled 1 to 6). Items in the same group should have the same asymptotic growth rates (they should be big-O of each other). If a group’s label is lower than that of another group, all its growth rates should be slower than those of the group with the larger label (so group 1 should have the slowest growth rates and group 6 should have the fastest growth rates) log3(3n), log3(n4), 2 log2(n), 20n, 2nlog2(n), 2n2 + 50n, n3/2, n5/n2, n!/3!, n! + n0.5

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Organize the following functions into six groups (labeled 1 to 6). Items in the same group should have the same asymptotic growth rates (they should be big-O of each other). If a group’s label is lower than that of another group, all its growth rates should be slower than those of the group with the larger label (so group 1 should have the slowest growth rates and group 6 should have the fastest growth rates)

log3(3n), log3(n4), 2 log2(n), 20n, 2nlog2(n), 2n2 + 50n, n3/2, n5/n2, n!/3!, n! + n0.5

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