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Theory Sort the following from slowest growth rate to fastest growth rate. Let f(x) grow slower than g(x) if and only if f(x) = o(g(x)). Clearly label the fastest and slowest growth rate functions. Justify any placements in the sorting that you feel are non-trivial. 2log2 (n), log₂ (n), n², n!, en, 12, n log₂ (n), n5 /n², 1/1, n * √√n n'

Theory Sort the following from slowest growth rate to fastest growth rate. Let f(x) grow slower than g(x) if and only if f(x) = o(g(x)). Clearly label the fastest and slowest growth rate functions. Justify any placements in the sorting that you feel are non-trivial. 2log2 (n), log₂ (n), n², n!, en, 12, n log₂ (n), n5 /n², 1/1, n * √√n n'

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Theory Sort the following from slowest growth rate to fastest growth rate. Let f(x) grow slower than g(x) if and only if f(x) = o(g(x)). Clearly label the fastest and slowest growth rate functions. Justify any placements in the sorting that you feel are non-trivial. %3D 2lo82(n) , log2(n), n², n!, e", 12, n log2 (n), n° /n², ,n * /n
Transcribed Image Text:Theory Sort the following from slowest growth rate to fastest growth rate. Let f(x) grow slower than g(x) if and only if f(x) = o(g(x)). Clearly label the fastest and slowest growth rate functions. Justify any placements in the sorting that you feel are non-trivial. %3D 2lo82(n) , log2(n), n², n!, e", 12, n log2 (n), n° /n², ,n * /n
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