Advanced calculus and numerical methods Vector integration Stoke's theorem example(PART-1)

In this video explaining very simple problem using stoke's theorem.This method is very interesting. Students can easily understand. Stokes' theorem is a fundamental result in vector calculus that relates the surface integral of a vector field to the line integral of its curl around the boundary of the surface.
#numerical #vector #stokestheorem
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[@bharathm821]

Bro thanku so much 🥺

[@chiranjeevin494]

Awesome thank u

[@VAISHNADEVIGECEUG-]

THANKS SIR

[@sagars6229]

Thank you sir

[@_Trader55]

Tq sir

[@rajkumar2638]

Tq bro

[@honneshsu5091]

T q sir ...plz tell me sir short method this type of problems

[@rrajashekarreddy700]

LHS≠RHS how theorem is verified?

[@karunyatk140]

Verify Stoke’s theorem for the vector field F= (2x- y)i -yz^2 j- y ^2 zk over the upper half
surface x ^2+ y ^2+ z^2=1 , bounded by its projection on the xy -plane.
sir can you help me do this pls

[@yaseen1026]

No

[@bossboss9548]

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