A basic way of controlling/representing the position and orientation of an object in 3D space would be to keep track of 6 numbers:

3 for the X, Y, and Z position

3 for the rotations about the X, Y, and Z axis

Write pseudo code (or C++ code) to represent how you would achieve the following program:

Imagine an object in a 3D space, which has a forward (where it's facing) and can "look around" by rotating from its current position.

The object can be facing any direction you want, so long as it is aligned with one of the axes.

This program:

- Sets global variables mentioned above (all starting at 0 by default) for representing a hypothetical object in 3D space.

- Has turning function(s) that may or may not also take in inputs (i.e. numbers representing the direction). The function(s) turn the object by one degree.

- Has move function(s) that may or may not also take in inputs (i.e numbers representing forward/backwards). The function(s) takes its current position and calculates the next position were the object (in its current orientation) to move forward (or backward) one distance unit. (i.e, having the object rotated 45 degrees about the Z-axis and moving forward one unit would be like moving units along the X and Y-axis)

Rounding to a whole number/using strictly integers is unnecessaryot advised.