In multi view projection, especially the quadrant$-$based system defined by the quartet of first, second, third, and

fourth angle projection, at the simplest and highest level that gives the front view $($FV$)$ and top view $($TV$),$ the object

to be drawn is assumed to be located a quadrant between the vertical and horizontal planes. The horizontal plane

is then rotated clockwise so that it will lay in the same plane as the vertical plane. Oftentimes, it takes time for the

concept to be appreciated by beginners because of the non$-$availability of sufficient teaching aids.

In this project, you are asked to develop a simple system in SolidWorks that could be used to demonstrate the

above concept. The developed system should:

$1.$ show both the vertical and horizontal planes, $[10$ Marks$]$

$2.$ show a cube of $40$mm size in the first quarter $50$mm in front of the vertical plane and $30$mm above the

horizontal access, $[10$ Marks$]$

$3.$ show how the two views of the cube are realised on the planes, $[10$ Marks$]$

$4.$ show the rotation of the horizontal plane as it aligns with the vertical plane, and lastly $[10$ Marks$]$

$5.$ present the two views in the manner they are presented after the above process. $[10$ Marks$]$

$6.$ Present a video recording of you and your team members demonstrating the workings of your designed

system. $[10$ Marks$]$