Prove the identity, assuming that Q, S, and N meet the conditions of the Divergence Theorem and
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Prove the identity, assuming that Q, S, and N meet the conditions of the Divergence Theorem and that the required partial derivatives of the scalar functions ƒ and g are continuous. The expressions DNƒ and DNg are the derivatives in the direction of the vector N and are defined by
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DNf=VfN, Dng = Vg N.
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