Suppose you throw a $4-$kg ball at an angle, so it$$s not simple free fall. Let$$s say you throw it in the x$-$z direction with a speed of $5$ m$/$s at an angle of $45$ degrees with the horizontal. $($Use the positive z direction for up$.)($Note: all trigonometric functions in all major programming languages use radians.$)$ Write a program that prints out the position, velocity, and acceleration of the ball at each point in time. The ball should stop when it reaches the ground again. Make sure your time increment is small enough so that you get a smooth curve. Ignore air resistance.

Print out numbers into a table as before $($printing to a text file may be helpful$)$ and use Excel to create graphs of z vs$.$ x$,$ x vs$.$ time, z vs$.$ time, speed vs$.$ time, and the magnitude of the acceleration vs$.$ time.