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Unique explanation ❤❤❤

Cone ban rha hai with vertex at origin। That is why analytic only at origin।।

Super mam

Nice video 👍👍👍👍

Well, but you found area of the portion of sphere inside cylinder

Unique class❤❤❤

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Thank you diiiii 🤝

I am very dumb. Someone can explain step by step why \int_{z}^{z+h}|dw|=|h|? I am not sure about how to solve this integral.

thank you - Mengming han

Good explanation

Thanks mam ur all illustrated videos help me lot ❤

excellent explanation in such time 😃

Thanks mam

if we consider both the loops, we have to multiply by 2?

Thank you ❤

Appreciate it for the opposite limit odd funcion zero concept👍🏻

Whether they asked for A.nds we can solve questions according to F.NDS KINDLY REPLY MAM

Beautiful ❤️.

Thank u for solution... this sum was ask in our Exam.

Thanks ma'am

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Where is continuation video mam?

Jab accent British wala nhi h to aap British bolne ki koshish kyu krr rhi ho aap...saaf saaf hi bol do mam ...baaki aapne btaya accha hai.

Thank you lot mam

thanks mam pls bring more illustration like this

Very true message. God bless🙏 you❤

Thanks!❤

good video bruh i like my cheese drippy bruh

Thankyou

Mam this is not curly ...that's called del or delta

EXCELLENT LECTURE --PLEASE SUGGEST GOOD BOOK WITH MANY SOLVED PROBLEMS --THANK U

Thank you so much mam

Super

thank you so much

Thanks a lot sister

Very nice 👍🙂 mam

Mam agar pehle x k respect mai integrate kr de tho answer same ana cahiye kya?

thank you so much mam for your clear explanation

Can you explain for |z-z0|<R onto |w|<1 is the transformation Same?

Best. I had been searching for this question only, and finally got this 😊

Amazing explanation 🕊️

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Thank you

Wrwant more questions

Thank you so much mam

Thank you very much for being productive I like your presentation

Thanks a lot for the useful series of lectures which i found very instructive. Please, I'd like to know which are the references you used. I personally used the books of Needham and Weinberger (this one is quite old, but still valid). Greetings from italy - R. Medini

Good explaination

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