Polar integral

In this video, I calculate the double integral of arctan(y/x) over a circular wedge. The answer is surprisingly soothing and satisfying!

[@MrCigarro50]

I have no words to thank enough the lengths you take to make this videos. So I only can say Thanks very, very much.

[@drpeyam]

Thank you, this means so much to me 🙂 Glad my efforts paid off

[@sihlvana]

Thank you so much for this! Love the way you explain it, and how you made it very simple to understand.

[@anothernumber9753]

I wish I could be as happy as this guy.

[@giannismaris13]

I am a Mathematician and i really appreciate your job!, love your voice!

[@paralvientos]

Thank you so much Dr Peyam!!

[@matheuscolmenero4493]

very good dr.pyams I love your content, congratulations

[@fountainovaphilosopher8112]

*step* *step* *turn*
*"alright"*

[@albertemc2stein290]

*dramatic pause*
"thank you for watching"
*video ends*

[@AndDiracisHisProphet]

hahaha, he really should do a video this way! (and then 10 minutes of black footage so that nobody suspects something is wrong)

[@bandamkaromi]

Thank you, Dr. Peyam..

[@dominicellis1867]

Wow this is exactly what I’m trying to develop a calculus in terms of that angle theta of the differentials which can be parametrized using the radius and arc length differentials because arc length is the ratio of angle to radius

[@JoseRodriguez-bu7zq]

YOU A LEGEND!!

[@arnabkarak3927]

WOW😱. This is so cool 👌🏻👌🏻👌🏻

[@darius863]

Awesome! :)

[@rafaellisboa8493]

this was so coooll

[@benjaminbrat3922]

Smooth!

[@user-ld9fi4ej6q]

THANK YOU a lot from Ukraine!!💖

[@taubone9257]

Neat!

[@akshettrj]

Nice

[@charliejiang5282]

you made me laugh as hell hahahahahhaha

[@JorgetePanete]

mr peyam, can you do the integral of arctan(u)dx being u a function of x?

[@drpeyam]

That’s too general of a question

[@GRosa]

Afarin! 😁

[@drpeyam]

Mersi!!!

[@jameswilson8270]

Fun problem

[@AndDiracisHisProphet]

you should have done this integral two months earlier. or at least one.

[@drpeyam]

Haha, why?

[@AndDiracisHisProphet]

now the temperatures have already dropped to a bearable level. at least in central europe, dunno about cali. but one or two months ago I really would have needed the chill integral.

[@drpeyam]

HAHAHAHA, I get it now 😂😂😂 Yeah, it was really hot in Europe this summer, I’ve been there 🤒

[@michaelempeigne3519]

Prove that integral formula you used in video.

[@drpeyam]

Already done ✅
Look at my videos about the Jacobian

[@Koisheep]

Totally not an integral prepared to be easy to calculate is it? (sorry I laughed when I saw the thumbnail)

[@drpeyam]

I know, right? 😂

[@l1nk353]

Awesome . Im first

[@aintaintaword666]

Are you married?

[@drpeyam]

Married to math :)