sir mai ese kabhi comment ni likhta hu lekin sir aap itna mast padhte ho ki mai khud ko rok ni pa rha hu sir you are the teacher jo ek choti se choti chich clear karte ho har ek chich loigically smajhate you are the best teacher in my life thankyou sir...................
Sir all Videos are very nice but can you please write part 1 , part 2 , part 3......and so. On all videos in a playlist so it can be easy to understand which video to watch after which video
There is a little correction. The orientation of both contours must be in same direction either CW or ACW but not opposite. 🙃 Pls notice .. And Thank you for making this video 💜💚
thank you sir,my textbook didn't give proof,but you solved my problem❤❤❤,and could you please add captions,because my english is very poor,i can't listen clearly😂
how can we devide by a variable w.r.t which we are integrating i mean we can devide the whole integral by writting it outside the integral , how can we take it inside the integral
I have a doubt sir. In cauchy integral formula we take a point z=a where function is not analytic, but sir here you have taken a point where function is analytic and if function is analytic at a then by cauchy theorem it must be zero for curve d1. Can you explain where i am missing the concept.
Respected sir In the video lecture at the time 5 :57 You can’t divide the whole equation by (z-a) Since z is the variable of the integral and you are putting (z-a) inside the integral { (z-a) is not a constant } That’s absolutely wrong Could you please come up with a correct proof Regards
I have never seen such a beautiful description before......love from Bangladesh
sir mai ese kabhi comment ni likhta hu lekin sir aap itna mast padhte ho ki mai khud ko rok ni pa rha hu sir you are the teacher jo ek choti se choti chich clear karte ho har ek chich loigically smajhate you are the best teacher in my life thankyou sir...................
Waah Sir G bojht late aey kindly ab gaib na hoo jaeay gaa plzz continue teaching method is awesome ,fantastic, cool......
ab se regular ...
@@ignitedminds2147 InshaAllah Allah Apko sehatyab rkhe Ameen
@@nasirraza6775 Aameen ....
Sir Ji meko word n milta h apko tq bolne ka. Aap bahut achha samjhate ho 🙏🙏 hm apke aabhari h sir ji
Best maths teacher for bsc
Vah sir kitne aasan tarike se samjaya apne 🙃🙏🏻🙏🏻
Sir Aap bahut Achha padate hai thankyou sir
Sir all Videos are very nice but can you please write part 1 , part 2 , part 3......and so. On all videos in a playlist so it can be easy to understand which video to watch after which video
Sir Amazing & Great Explanation, which is so helpful for me .🙏🏻🙏🏻🙏🏻🙏🏻🙏🏻🙏🏻🙏🏻❤️❤️❤️❤️❤️
There is a little correction. The orientation of both contours must be in same direction either CW or ACW but not opposite. 🙃
Pls notice ..
And Thank you for making this video 💜💚
Yes, I too noticed that.
yes
Thnkuu so much sir..
I was waiting for ur this video sir..
U are great sir❤️❤️❤️
Thank you sir Ji with open heart
Sir,all video are interesting and understanding.please give the video in linear algebra chapter wise
thank you sir,my textbook didn't give proof,but you solved my problem❤❤❤,and could you please add captions,because my english is very poor,i can't listen clearly😂
Very helpful video, thanku so much sir💞💞
Too good sir.. thank you ❤
Kya kahna aapka to sir bde hi la jawab
Sir long time baad video dalii aap n bhout miss kiya sir aap k work ko
ab se regular aaenge videos 😊
Okk sir
Outclass bro!!!
You are the best ❤
Very useful for net exam
Many many thnx sir❤❤❤❤❤❤❤❤❤
Thank you sir🙏
U satisfied me
Make a vedio about cauchy principle value sir..... Plzzz... As soon as possible...
Amazing lecture sir👍🏻
Thank you so much sir 😊😊😊
Thank you Sir ✨💜
Dhanyawad sir g❤
Professional Sir
Thank you so much sir 🙏🙏🙏🙏
Sir plzzzzzzz contuar integral ka topic upload krnaaaa
Sir Cauchy integral theorem and Cauchy goursat theorem me koi difference h kya?
Yes
Sir prove karne se pahele thodi bahut theory bhi likhni padegi ya direct prove karna h
Amazing sir
How one can divide inside the integral sign by z-a…
(z - a) is constant, so it doesn't matter you take it inside or outside of integral.
(I'm not sure)
@@kartikkalia01 no it was not constant
@@sayanjitb I passed the exam and now I don't remember what I said in my comment. Can you please explain more.
Thank you so much sir
how can we devide by a variable w.r.t which we are integrating
i mean we can devide the whole integral by writting it outside the integral , how can we take it inside the integral
Kia sir ham kisi bhi cheez ko intigration ke ander le ja k divide kar skte hen jaise "z-a" ko kia he
Thanks Sir ❤
Supers sir 🙏
Thnku so much sir
What happen if we have another closed curve c3.
Plzz cmplt a complex variable lecture....*#🤟
Plzz make continue video
Show that cauchy theorem is not valid for region which are not simply connected?
Es mein konsa proof krnge ?
Sir complex aur qus chap 5 kanpur university ke jo imp
I have a doubt sir. In cauchy integral formula we take a point z=a where function is not analytic, but sir here you have taken a point where function is analytic and if function is analytic at a then by cauchy theorem it must be zero for curve d1. Can you explain where i am missing the concept.
Same. 'a ' should be the point where the function is not analytic
Respected sir
In the video lecture at the time 5 :57
You can’t divide the whole equation by (z-a)
Since z is the variable of the integral and you are putting (z-a) inside the integral { (z-a) is not a constant }
That’s absolutely wrong
Could you please come up with a correct proof
Regards
Thanku sir 🙏
Please sir complex anylies ko complete kreya
ab seregular videos aaenge
@@ignitedminds2147 ok sir
Sir Fourier series pe banaiye pls
Sir important examples of Cauchy integral formula and theorem
will upload soon
v helpfull
Haii sirr...# 🤟🙏
C1 and C2 k sign hi change kr dyvap NY proof k end py gerlnral formula mn change ha
Awesome
❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤
Sir g c1 ka sign tu + huna tha
Sir please write with large font
Tq sir
❤❤❤❤❤❤❤❤❤
🙏🙏
Million times
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♥️♥️♥️♥️♥️♥️
Sir
Dhanyawad sir ji ❤️❤️❤️🙏🙏🙏🙏
Thanks a lot sir❤❤❤
thank you very much sir🙏
Thanks Sir💓
Awesome
Thank you very much sir 😊
Thank you sir ❤