Overview
\[\,\]
The length of time that we recommend members of each team spend on this topic are as follows:
\[\,\]
Alpha – 37 days
Bravo – 28 days
Charlie – 22 days
Delta – 17 days
Echo – 13 days
\[\,\]
Happy learning!
\[\,\]
Learning Objectives
The difference between a scalar and a vector
What a vector represents
The purpose of units
The units of the metric system
The benefits of prefixes
How to represent a vector using an arrow
How to write a vector in polar form
How to add vectors using the Triangle Law
How to multiply a vector by a scalar
How to multiply two vectors together using the dot product
What unit vectors are
How to write a vector in component form
How to convert a vector in component form to one in polar form
How to convert a vector in polar form to one in component form
How to add and multiply vectors in component form
\[\,\]
Keywords
scalar
vector
unit
prefix
magnitude
axis
polar form
resultant vector
Triangle Law
parallel
perpendicular
dot product
decompose
component
unit vector
\[\,\]
