Let $$I_n=\int_{\log~n}^{e^n} x^{2022}e^{-x^9}dx$$
Then compute $\lim_{n\to\infty} I_n$
how i can use lebesgue dominated convergence theorem?
Let $$I_n=\int_{\log~n}^{e^n} x^{2022}e^{-x^9}dx$$
Then compute $\lim_{n\to\infty} I_n$
how i can use lebesgue dominated convergence theorem?