Integration with Feynman's Technique is Awesome

In this video, I am evaluating this interesting integral using Feynman's technique. With interesting substitution, I am evaluating this interesting integral with Feynman's technique.
#math #maths
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[@Philippe-coder]

This guy is a genius, hard work pays a lot

[@drpkmath12345]

Thank you so much for your kind words my friend👍👍👍

[@MrGLA-zs8xt]

I agree with you

[@mathnerd5647]

Indeed, this guy is a genius

[@Min-cv7nt]

The best mathematician on KZbin

[@drpkmath12345]

Haha thanks my friend👍👍👍

[@domedebali632]

You are the best prof.

[@drpkmath12345]

Thanks my friend👍👍👍

[@MrGLA-zs8xt]

He is just a genius. Admire you professor

[@drpkmath12345]

Thanks a lot my friend haha👍👍👍

[@mathnerd5647]

I like this video better than the other one with a different method

[@drpkmath12345]

Haha nice to hear that my friend👍👍👍

[@iqtrainer]

Very nice video professor🎉

[@drpkmath12345]

Thanks a lot my friend👍👍👍

[@LITHICKROSHANMS-gw2lx]

Amazing solution sir I appreciate your work It is good technique that you handle to solve sir

[@drpkmath12345]

Thanks for the kind words and for watching! Haha 👍👍👍

[@tarentinobg]

You could also do Integration by parts to get to the a over a^2 +1, since the e term goes to zero as the k goes to infinity.

[@drpkmath12345]

That's a great suggestion!. 👍👍👍

[@mrpringles4479]

Clock ticking dr pk its 27 december will you be able to do miklos shweitzers you promised me dr 😢😢

[@drpkmath12345]

Oh haha I am in Korea now! I will make sure to make one when I am back to the state👍👍👍