Originally Posted by 
Bush65
				 
			Suspension geometry, relies upon solution of triangular geometry (i.e. trigonometry involving sines, cosines and tangents, etc. of angles).
 
As such it is easy to solve by graphical methods and, with some knowledge of these constructions, can be visualised by simply looking at the relative positions of the ends of the links relative to the tyre contact with the ground and a good guess of the location of the centre of gravity. Some people don't need to do any more than this.
 
What I find a little missleading is that some people think that these theoretical lines through certain points are lines of force that cause squat/dive and their anti's, etc. In fact they are only a graphical method to resolve the resultant of a bunch of forces and solve the vertical/horizontal components of them.
 
The other thing which missleads is that the suspension geometry and forces constantly change when our vehicles travel over obstacles.