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What is Differentiation of Vector Functions about?

This document discusses differentiation of vector valued functions. It defines the derivative of a vector function r(t) with respect to a scalar t. Examples are given of finding the first, second, third, and nth derivatives of the vector function r(t)=sint i +cost j + tk. Differential formulas are presented for the derivative of a sum, dot product, cross product, and products of vector functions. An example problem demonstrates taking the derivative of a×(db/dt). Another example finds the derivative of a ve

Author

Usama Zia

Language

EN