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Provide an Appropriate Response limnlnnnc=0\lim _ { \mathrm { n } \rightarrow\infty } \frac { \ln \mathrm { n } } { \mathrm { n } ^ { \mathrm { c } } } = 0

question 13

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Provide an appropriate response.
-It can be shown that limnlnnnc=0\lim _ { \mathrm { n } \rightarrow\infty } \frac { \ln \mathrm { n } } { \mathrm { n } ^ { \mathrm { c } } } = 0 for c>0\mathrm { c } > 0 . Find the smallest value of N\mathrm { N } such that lnnnc<ε\left| \frac { \ln \mathrm { n } } { \mathrm { n } ^ { \mathrm { c } } } \right| < \varepsilon for all n>N\mathrm { n } > \mathrm { N } if ε=0.01\varepsilon = 0.01 and c=1.8c = 1.8 .


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