Write a VPython code using the momentum principle to simulate the motion of

projectiles launched at an angle with initial velocity where:

One object experiences the force of gravity

Another object does not feel the force of gravity

Compare the motion of the two objects. How can their motion be explained with

Newton's $1$st Law?

How do you think the different velocity components will change? Plot the $x$ and $y$

components of the velocities. Is the result what you expected?

Create a $3$rd object and use kinematic equations to simulate a projectile. How does

the momentum principle method compare to using kinematic equations?

Print the final distance of the object under the influence of gravity and test different

angles to see how it affects the distance.

Write a report that contains all the relevant information.

Kinematic equations:

$x=x_0+v_{0,x}t+1_2{a}_x{t}^2$

$y=y_0+v_{0,y}t+1_2{a}_y{t}^2$