Arrange the following functions in a list so each is big-O of the next one in the list: $\log n ^ { 2 } , \log \log n , n \log n$ $\log \left( n ^ { 2 } + 1 \right) , \log 2 ^ { n }$

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The Answer of Arrange the following functions in a list so each is big-O of the next one in the list: $\log n ^ { 2 } , \log \log n , n \log n$ $\log \left( n ^ { 2 } + 1 \right) , \log 2 ^ { n }$

Arrange the Following Functions in a List So Each Is log⁡n2,log⁡log⁡n,nlog⁡n\log n ^ { 2 } , \log \log n , n \log nlogn2,loglogn,nlogn

Arrange the Following Functions in a List So Each Is $\log n ^ { 2 } , \log \log n , n \log n$