Question

n ^{2}logn and n^{2}
which has larger growth rate??

Answer 1

the first one

Answer 2

Yes, remember \(\left(a^n\right)^r=a^{nr}\).

Answer 3

n^{2}logn has larger growth rate than n^2.

Answer 4

Well, I'll give a better answer. Comparing \(n^{2\ln n},n^2\), we can say \(n^{2\ln n}=\left(n^2\right)^{\ln n}>n^2\mid\forall\left(n>e\right)\).

Answer 5

thank u