March 2017
Intermediate to advanced
480 pages
11h 3m
English
The cross product is written as a X between two vectors,
. It returns a new vector that is perpendicular to both vectors
and
. That is, the result of the cross product points 90 degrees from both vectors.
The cross product is defined only for three-dimensional vectors. This is because any two non-parallel vectors form a plane, and there will always exist a line perpendicular to that plane. As such, we will only be implementing the cross ...
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