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1. Order the following list of functions by their big-Oh notation. Group together (for example, by underlining) those functions that are big-Theta of one another.

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1. Order the following list of functions by their big-Oh notation. Group together (for example, by underlining) those functions that are big-Theta of one another. (No proof needed) Note: log n log2 n unless otherwise stated. 6n log n 2100 log log log2n 2log n 2(2) no.01 1 4n3/2 3n05 5 2n log2n 2 n log4 n n3 n2 logn 4logn Vlog n Hint: When in doubt about two functions f(n) and g(n), consider log f(n) and log g(n) or 2/(m) and 29(n), Also, CLRS section 3.2 is very useful here

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