How do I solve $\int_0^1 \frac {\ln \frac {x^2 + \sqrt 3 x +1} {x^2 - \sqrt 3 x + 1}} x dx$?

Asked Jan 08 '19 at 18:57

Active Jan 08 '19 at 19:24

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I don’t know how to solve this integral. Can someone give me a step-by-step solution to this, explaining how to get to the exact result, please? PS: The answers given in the other question may not correspond to what my teacher is asking.

edited Jan 08 '19 at 19:24

asked Jan 08 '19 at 18:57

Alfonso Beniamino

Is this homework? If so please state that. – caden-parajuli Jan 08 '19 at 19:00
use partial fractions. – hamam_Abdallah Jan 08 '19 at 19:01

How do I solve $\int_0^1 \frac {\ln \frac {x^2 + \sqrt 3 x +1} {x^2 - \sqrt 3 x + 1}} x dx$?

0 Answers0