Theory of Intelligence
12TH•Mathematics•Vector Valued Functions And Their Differentiations•11.1 Vector-Valued Functions and Space Curves

Introduction

Component functions, domains, space curves, limits, and continuity of vector-valued functions.

Introduction

A vector-valued function is a mapping from a subset of real numbers (time/parameter tt) into a vector space R2\mathbb{R}^2 or R3\mathbb{R}^3. As the parameter varies, the tip of the position vector traces out a space curve.

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