1
answer
0
watching
172
views
6 Oct 2020
Suppose S and E satisfy the conditions of the Divergence Theorem and f is a scalar function with continuous partial derivatives.
Prove that These surface and triple integrals of vector functions are vectors defined by integrating each
component function.[Hint: start by applying the Divergence theorem to F=fc, where c is an arbitrary constant vector.]
Suppose S and E satisfy the conditions of the Divergence Theorem and f is a scalar function with continuous partial derivatives.
Prove that These surface and triple integrals of vector functions are vectors defined by integrating each
component function.[Hint: start by applying the Divergence theorem to F=fc, where c is an arbitrary constant vector.]
Jyotsana PrakashLv10
9 Dec 2020