Complex Analysis | Unit 2 | Lecture 13 | Example of Cauchy's Integral Formula

[@ShekinahChristianMusic]

OMG THANK YOU SO MUCH!! I understood nothing in class. This was so clear and made me understand so well. God bless you

[@jessicakhoza4784]

You just made me understand something my lecturer failed to make understand for a week. U the best🤞

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Really well explained thank you !

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[@vishu6328]

Thankyou so much sir really well explained ❤🙏

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Thank you so much Sir 😎

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Underrated 💥

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Thank you sir

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Strongly axplained.

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Thanks sir

[@augustoallignani3260]

nice video, nice explanation, the pronunciation was magnifique my pana ranjan. Saludos bro

[@ranjankhatu]

Thank you

[@sankardhakal7466]

Thankyou sir❤

[@shahzaib.graphy]

Thanks a lot sir ❤

[@benzene979]

we have the same question in our tutorial sheet,sem3 nit calicut

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[@ranjankhatu]

Thank you so much for your comment

[@Student-t3z]

using residue theorm evaluate the integrals 1+z/z(2-z)

[@harishrawat07]

Thank you

[@kheithkay]

Thankyou

[@304_b.harshitha3]

Sir y did u take on y axis points -2i and 2i ??? Should not we take on x axis

[@ranjankhatu]

2i and -2i are purely imaginary numbers and Y is an imaginary axis. So those points should be on Y Axis

[@binishabhattarai8895]

Sir please do tell me how to solve e^5z/(z-i)^4 my answer was same qs cauchy integral

[@krupalsuthar1732]

What if my circle is |z-1|=2?, it will be still z+2i z-2i?

[@comic8451]

Why it is not passing through 2 in x axis

[@saadazam9098]

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[@ranjankhatu]

Thank you

[@HarshSingh-jm4in]

Sir I am not able to find the complete Playlist of complex analysis unit 2 please help

[@ranjankhatu]

Not prepared completely yet

[@AbuBakkar-ue2tb]

sir kindly tell me the name of book

[@ranjankhatu]

Brown and Churchill, John Conway

[@sebaranibiswal4536]

Keep making videos sir🙌🙌

[@Antarah525]

Even my dumbass understood it, thanks

[@esthermurugi7900]

why is the radius not (0,-1)

[@esthermurugi7900]

i mean centre

[@ranjankhatu]

The standard form of equation of circle is |z-a|=r where a is centre and r is Radius. If you compare the given equation with this standard form you will get centre i that is (0,1) and Radius 2