This integral is actually one of your favorite constants

[@worldnotworld]

I just _love_ invoking the linearity of the integration operator

[@CM63_France]

Hi,
"terribly sorry about that" : 0:46 , 3:07 , 7:16 , 8:02 ,
"ok, cool" : 0:55 , 2:49 , 4:41 , 6:22 , 7:07 , 8:23 .

[@nerpynerpston2597]

From 2:00 to 2:51 the limits on the theta^2 term should be 0 to π/2. Great video!

[@michaelihill3745]

That solution was AWESOME! Especially the last part leading to 7/8 zeta(3).

[@AliAujla-t2f]

Hey Kamal! What is meant by "Linearity of the Integration Operator".

[@MrWael1970]

This is gorgeous. Thanks.

[@giuseppemalaguti435]

Immagino che la prima cosa da fare sia arccosx=π/2-arcsinx...la prima parte sembra semplice,la seconda forse più complicata...ho fatto i calcoli I=I1-I2=(π^2/4)ln2-((π^2/4)ln2-(7/8)ξ(3))=(7/8)ξ(3)

[@cdkw2]

I am begining to enjoy ITF

[@abdulllllahhh]

I saw the solution and recognized another integral I did a while back which evaluates to the same answer, ∫ 0^inf (arctanxlogx)/(1+x²) dx

[@ebw000]

Can you do an integral involving the lemniscate constant?

[@maths_505]

ruclips.net/video/nUt9jQNtJ0w/видео.htmlsi=fGjNz7DtyerWUc77

[@ebw000]

@ guess I haven’t been a fan long enough😅 thank you

[@slavinojunepri7648]

Great work

[@SkEi-y3b]

Migovanin means Assalamu alaycon in Japanese right?

[@maths_505]

@@SkEi-y3b mae govannen
It's the standard way to greet people in the sindarin tongue

[@SkEi-y3b]

@maths_505 I guess your channel doesn't just teach us math ♥️♥️

[@lordthiccusiii]

Very nice friend

[@prasoon7916]

wow

[@sinekavi]

YO!

[@bryanmoralesprado8143]

El doblaje automático es una shit