I am struggling to understand how to calculate the normal vector $(x,y,z)$ along the axis for a given object. I have selected the center of one object $A$ to be a base point so the $(x,y,z)$ coordinate of this object is $(0,0,0)$.
I then measure the center of an object $B$ that is place on the right of this object and sits below it and the coordinate is $(0.44,0.08, -0.33)$.
How do I now calculate the norm vector for object $A$ and $B$? the measurement means that the object is $44$ cm away from the base point to the right $(x)$ , is $8$ cm in front of the base point $(y)$ and $33$ cm downwards $(z)$.