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Vector Functions and Space Curves by John Kimani is a document available to read on EtoBox.

This document discusses vector functions and space curves. It defines a vector function r(t) as a function whose input is a real number and output is a vector. The component functions of r(t) are its coefficients of i, j, k. A space curve is defined by continuous functions f(t), g(t), h(t) that give the x, y, z coordinates as a parameter t varies. Derivatives of vector functions are taken componentwise if the components are differentiable. Arc length of a space curve on an interval [a,b] is defined by integ

Author

John Kimani

Language

EN