Orthogonal projection
{u.v /((v))^2 } v
Find the angle (cos)
u.v/((u))((v))
Area of the Parallelogram
((u))((v))sin0 = ((u x v))
For a triangle with A, B, C
1/2 ((AB x AC))
Parametric equation
> {v0 + td: t E IR}
How do you know if an angle is orthogonal
when u . v = 0