Calculus 3: Stokes’ Theorem (Video #34) | Math with Professor V
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YouTubeMath with Professor V
Calculus 3: Stokes’ Theorem (Video #34) | Math with Professor V
Statement of Stokes’ Theorem, and examples applying it to compute work as either a line integral or a surface integral. How to determine the orientation of the unit normal for each surface, and complete examples demonstrating the use of Stokes’ Theorem. #stokestheorem #work #surfaceintegrals #calculus3 #calculus #mathtvwithprofessorv # ...
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Verify Stokes' theorem for 𝐀=(y-z 2) 𝐢 (y z 4) 𝐣-x z 𝐤, where S is the surface of the cube x=0, y=0, z=0, x=2, y=2, z=2 above the x y plane. Ans. common value =-4 | Numerade
Verify Stokes' theorem for 𝐀=(y-z 2) 𝐢 (y z 4) 𝐣-x z 𝐤, where S is the surface of the cube x=0, y=0, z=0, x=2, y=2, z=2 above the x y plane. Ans. common value =-4 | Numerade
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