Cauchy's Residue Theorem Examples (Complex Analysis)

In this video we will discuss 5 questions related to Cauchy's Residue Theorem.
Watch Also:
Cauchy's Residue Theorem Proof (Complex Analysis)
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PLAYLISTS LINK :
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3. ε-δ Definition of Limit
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4. BSc Mathematics
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5. Conformal Mapping
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6. Complex Analysis
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• Singularity and Residue
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Sahi me bhai

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[@anim112]

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[@Mrnobody0749]

Thank u sir really very conceptual and helpful for understanding ❤

[@shubhamgupta1328]

sir example 3 main z=0 is not a pole it is a essential singularity isliye simple formule se question solve nhi ho paaya sir

[@hamimulislam4580]

Can you also cover these topics: Contour Integration, Lemma related to Cauchy's residue theorem. TIA

[@meenaljain9235]

In the question Int(ze^1/z) , z=0 is an essential singularity, why did sir take it as a simple pole ?

[@hayatullah6360]

We take simple residue there whose order is 1 it take short time

[@soumyajyotikundu7147]

I too have the same confusion

[@MannBhaii245]

Maybe He considered z=0 as a zero of the given function and hence said it is residue

[@AkramKhan-xt1qv]

bcz in denominator is 0z+0i that's means it is the order of 1 and pole is 0

[@priyeshverma9353]

Not a pole

[@shishirdubey663]

Apki wjh s complex analysis asan ban gayi hai sir Isi trah real analysis aur numerical analysis par bhi cover kare

[@DataScientist-b5j]

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Khatarnaak explaination sir ji

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Thank you sir kal mera exam hai or mene aap ke video's se two unit complete kar li ❤

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Sir rouche's theorem ka proof vdo bnao jldi ......thnks best teacher forever

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कल्याण हो गया मेरा तो अचार जी आप बहुत अच्छा पढ़ाते हैं

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Good. An Indian video with the title in English that has no subtitles at all. Very useful video sir, thank you

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Welcome child 😇

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Very sophisticated explanation Sir . Thank you very much Sir ⚘⚘⚘ . Sir please start REAL ANALYSIS chapter after this chapter.

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yaa Superbb explanation by nishant sir 😊

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Sir aap plz number of zeros and poles of a meromorphic function pe video banaye. aapke video se bhut help milta h

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It's Amazing.... My concept cleared after watching this vdo... Very much Thanks to u sir... With regards🙏

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Sir please explain wrestrass theorem for complex analysis .

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[@rinkukumarkumar5391]

Sir residue is that negative co efficient of first negative power

[@jhal.akgupta]

Sir your explanation is very helpful to me🙏 but when I solve a single question by both cauchy's residual formula and cauchy's integral formula, I get different answers, plz help.

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Nice teaching sir...

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I have seen all videos of this playlist. Please make other videos on previous left topic . We request you.please make videos on... - singularity at infinite. - residue at infinite.

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[@goutamvlogsbls07]

Sir, last main jo aap question solve karne ke liye diaa haii, uss main iv ka answer -2πi/5 hoga sayad.. Plzz check it. 🙏🏻🙏🏻🙏🏻🙏🏻🙏🏻🙏🏻

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[@apurva2821]

Sir third example main to z=0 rkne ke bad essential singularity mil raha हैं... To pole kaise??

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Ur right

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Mere yaha v

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[@akshaymalgan4514]

First example me poles of order 2 me Z = 1, 1 kaise Aya.... Matlab 1 do baar kyu Aya?

[@manishasemwal1647]

Good afternoon sir . Sir what if poles are on the closed curve ?? In both the cases Cauchy integral formula and Cauchy residue theorem.

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Question 5 epic problem,should be asked in every exam

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Sir aap really accha padhaate ho ... Please rply sir

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Bohut achha laga mereko sir

[@jaysurjyachoudhury3510]

Sir plz tell me how the poles in 2nd question is z=π/2, π/2

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