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Prove the following vector identities which among other ideas extend the chain rule to vector operations Use index notation ax bx vector functions of position

Prove the following vector identities which, among other ideas, extend the chain rule to vector operations. Use index notation. a(x), b(x) = vector functions of position x; f(x) = scalar function of position. NOTE: Begin with the expression on the left and derive the expression on the right. Do not simply expand both sides and show that they are identical.
 

Jun 19 2020 View more View Less

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