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Collinearity and Vector Relationships by Nenad Janicijevic is a document available to read on EtoBox.

What is Collinearity and Vector Relationships about?

Vectors are directed line segments that have direction, intensity (length), and a beginning and end point. A vector can be represented by an arrow from an initial point A to a terminal point B. Vectors can be added by using the parallelogram rule or polygon rule. Subtraction of vectors involves adding the opposite vector. Vectors can be multiplied by a scalar, which scales the vector

Author
Nenad Janicijevic
Language
EN