Create a projectile motion calculator that accounts for the mass of the projectile and the impulse applied to launch it. Inputs: o Projectile mass o Force applied to launch projectile o Time force is applied o Launch angle Intermediate Calculation: o Launch (initial) velocity Outputs: Total distance travelled in the x or horizontal direction o Maximum height attained Use the Principle of Impulse and Momentum equation: mv_1+[Fdt=mv_2 For example, a shell for an artillery gun is just sitting in the barrel of the gun. It has mass, but no velocity (at rest). Then, the charge is detonated, which exerts a very large force for some (very small) amount of time, until it is propelled out of the barrel and starts flying at some velocity (state 2). That velocity at state 2 is when projectile motion comes into play. With this part of the problem, make connection between the principle of impulse and momentum and projectile motion. Write one or two sentences (in a text box in your Excel document on the "Projectile Motion" tab) explaining what principle you used to account for the projectile's mass, force, and time of application of force and how those relate to the projectile's initial velocity.