Question

b) Projectile motion with wind force but wlo air resistance (8%) Re-derive the math model adding in a wind force function, w(t), acting on the projectile during its trajectory. Considering an arbitrary w(t) that can be defined by the user, solve for the velocities using the RK4 numerical method in a program. Then, integrate numerically (eg. by Euler's method) to obtain the positions (and hence trajectory) of the projectile. You should compare the trajectories of (a) and (b) in one graph to show the effect of the wind force, and to verify your numerical solution. Test out a few functions for w(t)

For part (a) it is just Projectile motion w/o air resistance which have been solved.

But i need help i with part b

Answer 1