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show your work Problem 5: (Requires Calculus) Show using differentiation and L'Hopital's rule that: if b>1 and d e z' then (logon) is O(n^), but

show your work
Problem 5: (Requires Calculus) Show using differentiation and L'Hopital's rule that: if b>1 and d e z' then (logon) is O(n^), but nd is not O((logon))

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show your work Problem 5: (Requires Calculus) Show using differentiation and L'Hopital's rule that: if b>1 and d e z' then (logon) is O(n^), but

show your work Problem 5: (Requires Calculus) Show using differentiation and L'Hopital's rule that: if b>1 and d e z' then (logon) is O(n^), but nd is not O((logon))

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show your work
Problem 5: (Requires Calculus) Show using differentiation and L'Hopital's rule that: if b>1 and d e z' then (logon) is O(n^), but nd is not O((logon))