The dot product of two vectors is a way of "multiplying"
two vectors; however, the result is not a vector, but a
scalar.
This scalar turns out to be very useful when you need to calculate various
measurements, such as distances, lengths and angles.
In this learning object, we'll look at
- Two equivalent definitions of dot
products,
- How to do calculations with dot products,
- Using dot products to calculate angles,
- Using dot products to find orthogonal projections.
Prerequisites.
A basic knowledge of vectors and vector calculations.
Keywords: dot product, angle between vectors,
orthogonal vectors, orthogonal projections