17. Cauchy's Integral Formula | Problem#2 | Complete Concept
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- Опубліковано 21 жов 2024
- Get complete concept after watching this video
Topics covered under playlist of Complex Variables: Derivatives, Cauchy-Riemann equations, Analytic Functions, Harmonic Functions, Complex Integration: Cauchy Theorem, Cauchy Integral Formula, Taylor and Laurent Series, Singularity, Residue.
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For someone who doesn't even understand the language, this is just too easy to understand. Thank you
Wow not even in English, and I still understood everything you said. Thank you!
EXACTLY
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Trillions Thanks, I think our professor should learn from u
thanks a bunch sir!!!!We very lucky to have people like you.
very easy to understand,,Thank you
You are blessed in explaining this is powerful
OSM sir
Wonderful expansion ❤
U must have millions of subscribers ❤😊
Love from Jadavpur University (West Bengal) sir 🌝✨👑
Excellent sir. God bless you
i understand it within a shot. even though i dont understand hindi. thank you sir... very helpful, please keep it up!!
Also watch my vedio Cauchy's Integral Formula (proof) on my Channel
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Simple and neat explanation..tq sir!
It's very helpful. Thank you soo much Sir.
Love from Bangladesh
Mja aagya sir aap n hote toh kya hota ....bht acha smjate ho aap ....or acha h English m nhi smjate aap ....i appreciate sir
Thanks sir God bless you
You are God sir. Thank you so much
Again good video 👍👍👏
sir, how do we proof that the singularity point outside of the circle is equals to zero?
Sir can you please put some more examples on this topic.. By taking different centres..
And also thanks.. You are a good teacher...
Thanks sir. Very useful sir.
good bro it Will help my supplys
ones again tq br
You have Great sir
Wow nice.....also your voice is same as Shahrukh khan (srk)😮
Starting 0:34
You are great sir
Right answer -πi/2 hoga
Perfect 👌👌👌
हर हर महादेव जय माँ भवानी जय श्रीराम जय माँ सीता जय हनुमानजी❤ 🙏🙏🙏🙏🙏🙏❤❤❤❤❤❤🚩🚩🚩🚩🚩🚩🚩🚩🚩🚩🚩
Thank you sr ❤️
Thank you SO much❤
thank you soo much sir!
Worth watchng.. Thanku..
very well explained
Plzz make a video on probability and statics on gate perspective..
Yaaar center kaise 0,0 nikall lete ho sir g... Baki kaye questions me center 1, 0 hai books me meri ..
Center find krne ka asan trika batado koi
Batana bhai
thank you sir. i still have doubts on this topic
Yaaar center kaise 0,0 nikall lete ho g Baki kaye questions me center 1, 0 hai books me meri ..
Center find krne ka asan trika batado koi
thank you Sir very much
so satisfying
Sir aap circle bhut bdiya bnate hai ek dm gol
😄😄😄
Thanks Professor!!!!!
If I have an integral of 1/z^2 - 4 then will f(z) be 1 and z-a will be z^2 - 4 ?? How should we proceed further then to evaluate f(a) ??
Suppose the point (a) is at outside of the circle , evaluation is zero
Suppose the point (a) is inside the circle, put the value of (a) in f(z) .but in this case f(z)=1 , even though the value of (a) is whatever, the value of f(a)=1 , because f(z)=1
Wao bahut simple bataya sir ne
Yaaar center kaise 0,0 nikall lete ho .. Baki kaye questions me center 1, 0 hai books me meri ..
Center find krne ka asan trika batado koi
Helpful video
sir make video on line integral and other integrals
Thank you for good explanation sir
Mza aa gya guruji....
Apne back bcha li meri😘😘😘😋
+APNI DUNIYA Good Luck
Back lg gyi Teri...
पसंद है! 💐💐
sir from topic complex integration, how (i).(3i) becomes -3? i have an exam of m-3 on this dec. and i m worried about this topic. m still not able to clear the basic concepts. kindly help me.
i² = -1
sir please help me..i have very less time left for the exam i have other subjects to study also..now its seems like m seeing this topics for the first time..m very much frustrated.
Yaaar center kaise 0,0 nikall lete ho . Baki kaye questions me center 1, 0 hai books me meri ..
Center find krne ka asan trika batado koi
Allah razı olsun hocam
Very nice
Superb
Take 2 common from denominator then apply cauchy integral
Very nice sir
Thank yuo sir
Great
Partcial fractoin dikha date to attcha hota..
Hlo Sir
Thanks for the video
I watched this amazing video, it's really helpful.
You had multiplied with 2 before 2 pi in second partial
Please solve the below question with the help of cauchy integral formula
Q. 3z+1/z(2z+1) where |z|=1
Looking forward to hearing from you
Thank you in advance
As per your advised i got the answer 4pi but the answer is 3pi
Please provide the answer in short time of period
@@GauravSingla204 take 2 outside from (2z+1)=2(z+1/2) the 2 cancels
Then the f(z)=integral(3z+1/z+.5)
Finale answer 2pii+pii=3pii
Awesome Tq
Nice
Thanks
Thanks sir
The video was nice... But what abt line integrals... And others...
Please go through playlist
Thanku sir
helpful
Ok thankyou sir..
Ty sir
Z ke values kya put keru to get B=-2 ??
(_pi/2)i
Sir when we apply Cauchy integral and when residue theorem? Is this can't be solve by residue theorem?
It's for removable singularity
can ıt be f(z) equal z'2+1/2z+1 for 0 f(z) equal z'2+1/z for -1/2
Solve some problems based on ellipse
Thajs
g(z) = 1
/(z^2+4)^2. |z-1|=2. Could you please explain the problem
factorize the denomenator into (z + 2i)(z - 2i)
singularity points = (+ - 2i)
center of circle is (1,0)
Sir linear equation of second order ka v video bnaye plzzzzzzzzzzzzz for help
Urs and mine handwriting are same. ditto . I love my handwiriting when i write in math. Lol
sir fraction bnane ni aarhe .. baki sb smjh aa gya.. plz sir help
Sir when singular point is out side the circle what we have to Do
+ARAVIND Prince it will be zero. Check problem#1
Sir ,I confused in this prb.thats coefficient of z will be make 1 then my ans. Is different explain sir this type of pls pls sir............
Hi..
ua-cam.com/video/NJKfLRjtxe4/v-deo.html
Is it clear..
F(z)=ze raist to power (-z)
Es ka singulat point kya hoga......?????
sir apne alag alag krke integrate kyu kiya
What if f(z)=1
in this 2nd video of cauchy's integral formula, singular points are 0 and -1/2. how?
because for those values of z, f(z) becomes undefıned. denomınator of f(z)becomes 0 .
Yaaar center kaise 0,0 nikall lete ho sir g... Baki kaye questions me center 1, 0 hai books me meri ..
Center find krne ka asan trika batado koi
Batana bhai
@@chowdhuryshaykhrafshezani9011 batana yaar center nikalna ka tarika ... Coz . Kaye questions me 1,0 bhi ata hai woh kaise... Math thora weak hi hai
@@yoursvikram__ radius mode z = 1 se 1 nikali (mode z = underroot(x^2+y^2) = (x^2+y^2=r^2) , isliye circle 0 to 1 radius tak ka bana , usme 0 center and 1 radius
jhakasss padhate hai guru jii
Good Luck
Semma
dz/(z-a) Cauchy integral formula
Sir aur questions krwayee
In that partial difference where did 2 came from.
Its 1 na
isne galat kiya hai
2 is needed for splitting our equation.
Current denominator is z(2z-1).we have to make the denominator in (z-a) form to apply Cauchy's theorm.so inorder to get those denominators simultaneously with balancing of eqn will result in such a form.
If you just substract it considering as just fractions we can get our first form only if there is a 2.otherwise we can't balance it
i don't understand what you are talking about...
Sir thoda deap me samjhao 1/2 kaise liye
Partial fraction me-2 kaisa aaya aabhi telak nahi samja
what if i do 0 and -1/2 separately and later add
☺
i have a better suggestion than this method it better we consider the z in denomination as f(z) part only then this question will be solved in 2 lines only not to make such big ques unnessary
Yaaar center kaise 0,0 nikall lete ho .. Baki kaye questions me center 1, 0 hai books me meri ..
Center find krne ka asan trika batado koi
sir ap kha ka ho
Limt ---- 0 z/Z congugate
Cauchy theorem 1 example Kiya ha, at least 2 or 3 question krna tha
Agar ap -4 pieiota put kar rhe to apko 0 bhe put karna chahye sorry to say that apka answer galat hai
Sir agar dout clear krna ho to apse kaise contact karunga
+piyush piyush which college??
I have backlogs sir in those subjects
I m student of LCIT Bilaspur
I m Sudhir sitale
+piyush piyush to direct ghr aa kr puch lena
great sir
ager muja kuch pouchna ho to kasa pouchu
I understood what you did but please practise your english pronunciation because I could undertand what you said
Ye Cauchy Integral Theoram h..
Not formula
Bhari awaz 😈
L