Now I'm here! From your last video (bprp fast; partial fraction) to here (seven years ago)! Partial Fraction →the best way for partial fraction is ... → derivetive of ... → ....→ finally here! For all ..... Thank you *bP🖋️rP🖍️* ❤️
Thank you, thank you, thank you, this was nothing else but brilliant. I am helping my nephew in his math and we have been sulking over differentials of arctanh( x). But our miseries are over thanks to your simple state of the art proofs .... I am going to subscribe now and give up to your great videos.
I can't find the correct words to give you justice. Thank you very much for your videos, I really like your style in explaining things. If you ever visit my city i will buy you a beer
Thank you for your videos. I've started watching them for my finals but now that they're over, I'm still watching, they're simply awesome :)
Now I'm here!
From your last video (bprp fast; partial fraction) to here (seven years ago)!
Partial Fraction →the best way for partial fraction is ... → derivetive of ... → ....→ finally here!
For all ..... Thank you *bP🖋️rP🖍️* ❤️
Thank you, thank you, thank you, this was nothing else but brilliant. I am helping my nephew in his math and we have been sulking over differentials of arctanh( x). But our miseries are over thanks to your simple state of the art proofs .... I am going to subscribe now and give up to your great videos.
Thanks you man, you saved my life, you explained the process very well and it helped me
Q issu véi
Thanks
I thought about doing this but doubted myself and ended up here just to realize that it would have worked
very nice video, simple and to the point
Thank you so much man, your video helps me a lot
Thank you very much you save me 😭❤️
Thank you.It was really helpful
كلش حبيت الشرح رغم مفتهمت اللغه🥰
Peru turhgd gytn kluq £₩f°gha torult hleua :)
ur my hero
Thanks to be here.
Thank you for your videos.
This man is a god
Thanks! This helped a lot.
I can't find the correct words to give you justice. Thank you very much for your videos, I really like your style in explaining things. If you ever visit my city i will buy you a beer
Thanks man you did a great job
I love you don't stop pls
I mean proof that cosht =1/2 (e^t+e^-t)
Thank you so much! It was so helpful
Than you sooo much, nice and clear!
Am Abit confused.Why multiplying by e^y? Is it to get rid of e^-y?
You explained in a very way
Thank You! this was really helpful.
Thanks so much sir I am really impressed form this proof ...........
Thank you very much.. i like your way to find it
Thank you so much! :))
thanks boss,
that is so great
Thank you so very much!
hello dear, you are doing well. please solve the inverse of seeh. and thanks
Can we say tanh^-1(tan(x^5))=x^5 or no
You just saved me
at 1.16 x not need multiple e^y?
Thanks 👍👍👍
thank you!!
Can you solve tanh(x)=x.....?
yea, 0
@@blackpenredpen yeah... This is the trivial solution.... But what else...
Or tanh (√x) = √x... It is solvable ..... But i don't know how. The solution is x =2.0457 pi pi.... Point is how...
love u bro
Congratulations!
Thank you so much
Can you help If tan1/2x=tanh1/2x,prove that cosx coshx =1
Wow this is great
Thanks 😊
thank you
Thank you very much
Am confuse why did e2y+1 change to e2y+x
Pls someone should help me out
Thank you
thanks❤
Thanks!
Thankuuuuu understood
Thank you Sir
Call you make a vedio on the graphs of hyperbolic function😅😅
thank u so much......
Thanks
What is the thing which he is holding in his hand? Some kind of Japanese substitute for microphone?
Smart
is it possible to find an expression for sen^-1x?
Yes by mclauren series or taylor series
thankssss
Sir video on sech inverse
13.12.21
Perfect!@!
Wow
نشالله الله يهديك الاسلام دين التوحيد
Thank You! this was really helpful.