∫(dx)/(x(ln(x))^4) =

Name: ∫(dx)/(x(ln(x))^4) =
Uploaded: 2023-07-22T11:22:58-08:00
Duration: 15 s
Channel: Numerade
Description: ∫(dx)/(x(ln(x))^4) =

Question

Piyush Kumar Gupta · Answer

Hello, I am a teacher for this question and our question says that integral of LN of 1 plus x sq

Hanlin Sun · Answer

Okay, this is an integral from 1 to infinity, line x over x squared, d x. But something like thi

Edward Downes · Answer

Okay, we are evaluating this integral right here, Dx over X LN5. Okay, it looks like an intimida

John Nicolle · Answer

So we need to find the integration we have this question on x squared d x So by parts with u is

Hanlin Sun · Answer

Okay, in order to find the integral of this, log x squared minus 9, dX. Usually we will choose t

\int \frac{dx}{x(ln(x))^4} =