Consider an object moving along a straight line with a direction z

R$^2$ at constant $($nonzero$)$ speed on the plane. Let x$1$ and x$2$ be the horizontal and vertical positions of the center of mass of the object, both relative to the origin of a coordinate system. Use Matlab to simulate the system and explain that with a given arbitrary initial position, can the object reach an arbitrary position on the plane. Justify your answer based on the simulation result.