Some high school math concept has been forgotten, so I ask here.
If I have two points p1(x1,y1)
, p2(x2,y2)
, the direction is P1-->p2<
Vector(x2-x1,y2-y1)
v(x,y)
is vn(x/Length(v), y/length(v))
.HTH
A nice way to remember which way the subtraction goes is to think of what the vector actually does. Imagine vector v resting at p1, pointing and connecting to p2. This means that p1 + v = p2. Therefore, v = p2-p1.