Problem Definition

Consider the following relationship for circular motion.

$=2$

$$

Where:

v is the velocity of the object.

r is the radius of the circle.

T is the period $($in secs$)$ to complete a full circle $(360$ degrees$).$

Problem Task

Consider the motion of a cube object illustrated in the figure below. This object rotates with a

constant velocity, v$,$ and constant radius, r$.$ To do this the cube must rotate about its own y$-$axis

at the same rate it moves around the circle.

Create a script named MoveObject$\_$CircularMotion.cs$,$ and fill in the necessary instructions so

that a cube rotates as shown in a circle of radius r$.$ This is accomplished by:

$$ Computing the rotation speed for a given radius and velocity. This rotation rate can be

determined using the equation shown above to find $.$ That will give you a value in

seconds to complete $360$ degrees. It must then be normalized to represent degree$/$sec$.$

This is the rotation rate.

$$ Implement the computed rotation speed and given velocity using the transform.Rotate$()$

and transform.Translate$()$ methods, respectively. This will result in the object moving in a

circle motion.

Fig $1$ Illustration of a Cube Rotating in a Circular Manner $$ Left Hand Coordinate System