Divergence or Convergence of Improper Integrals

In this video, I showed how to know whether an improper integral is convergent or divergent.

[@punditgi]

Smart students always converge on these videos! 🎉😊

[@jan-willemreens9010]

... Even the less smart ones like me, because personally wanting to get smarter (lol) ...

[@PrimeNewtons]

🤣🤣🤣

[@jan-willemreens9010]

... A very good day to you Sir Newton, Wow ... after watching your excellent introduction presentation on the always tricky subject of convergence/divergence, I can only say at this point what a wonderfully clever piece of teaching art you have displayed! Every aspect you covered was crystal clear from A to Z ... I first have to think a little bit more Newton to find more words ... again wow ... for now, many thanks to you, Jan-W

[@PrimeNewtons]

Thank you!

[@user-dq8vp5uj5s]

Thank you sir for super simple and good explanation!

[@icafe36485]

You teach very well, you are really wonderful

[@PrimeNewtons]

Thank you! 😃

[@TheBatonkal]

Nice one. The only remark I have is that the two p integrals on the left whose we are comparing to only apply if they are from 1 to infinity, if they are lets say from 0 to 1, the opposite will be true for divergence and convergence.

[@Maldioso]

Very greatful sir Newton

[@Bedoroski]

Thank you. Such a memorable explanation

[@PrimeNewtons]

Glad it was helpful!

[@hrn8935]

Fantastic video

[@serae4060]

1:34 from Zero to Hero And at 24:50 you square both sides but x^(2*5) becomes x^5 instead of x^(2*5*2)

[@Nutshell_Mathematica]

Woo KEEP IT up

[@Divinepain0]

🎉🎉🎉

[@fhdxbdh1272]

Didnt know kamaru usman taught calculus :)