The overall goal is to write a Mathematica program that will compute the launch angle that will yield the greatest range with using [RandomInt] function, but I was having trouble with the physics. ...

Consider the system in the exact same manner as you would without wind resistance, and then draw a free body diagram and look at acceleration and forces on the projectile. The only thing that air adds …

Nov 22, 2017 · Some proofs which rely only on geometry in the velocity co-ordinate system (with axes parallel and perpendicular to the incline) are given in Angle Maximizing the Distance of a Projectile. …

Sep 22, 2012 · Homework Statement A gazelle leaps over a 2.1m fence. Assuming a 45° takeoff angle, what is the minimum speed?Homework Equations 1. x=v0x * t 2. y = v0y * t - 1/2gt2 3. vy = v0y - gt …

But Id like to know if there are other formulas that would allow me to find the values of theta that would allow the projectile to reach a certain target if the initial velocity is know. Or perhaps the velocity …

Jun 16, 2009 · I would like to simply know what Δy=[(sin2θ)(Vi)]^2/2a represents.. The formula only requires the angle and the initial velocity (along with the usual a=9.8m/s^2), so what height does the …

Feb 28, 2018 · 1. Homework Statement I'm doing lab, and to start we have to find ΔX of a projectile launched an angle. The first step for us is to find time, and to make it easier our teacher …

Feb 28, 2011 · Homework Statement This is a more general question... but here is a specific example in which I don't know why sin is used where it is and why cos is used where it is. I don't need the …

Oct 3, 2021 · Do you prefer a link/a picture from a material/complete derivation in mathjax? i don't remember seeing a derivation question in a long time here.... Or you could search "Prove a projectile …

Jun 19, 2015 · Does the radius of curvature changes with the position of body (in projectile motion)? Yes, as stated earlier, the radius of curvature changes from point to point on a curve, since the path …