4 - Verify the divergence theorem for the vector field A = 3p² â,+2p sin(ø) âs+2k for the cylinder (1) of the equations z = 0, z = 3, and p = R, where r and L are constants
4 - Verify the divergence theorem for the vector field A = 3p² â,+2p sin(ø) âs+2k for the cylinder (1) of the equations z = 0, z = 3, and p = R, where r and L are constants
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![4 - Verify the divergence theorem for the vector field à = 3p2 â,+2p sin(o) âs+2k for the cylinder
of the equations z = 0, z = 3, and p = R, where r and L are constants
(1)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F53d3d595-80ba-4195-9865-8e2b02db3a48%2F6715ed14-8ba5-484a-b122-5bdb068c7e90%2Felkjq6_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4 - Verify the divergence theorem for the vector field à = 3p2 â,+2p sin(o) âs+2k for the cylinder
of the equations z = 0, z = 3, and p = R, where r and L are constants
(1)
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