Matlab:

Write a script program that ask user to provide an initial velocity, angles $($can be a vector$),$ initial position $[$x$0$ y$0].$ Then calculate the max x and y distances to the corresponding angle. At last, plot the max x and max y corresponding to the angles

detail:

request an initial velocity v$0$

request the angles in a vector form

request initial position

based on the angle calculate the time that it will reach to the max height and max distance

xmax$($ang$)$ and ymax$($ang$)($m$)/($s$)$ x$=$x$0+$v$0$cos$($ ang $)$t

y$=$y$0+$v$0$sin$($ ang $)$t$-(1)/(2)$gt$^(2)$

vy$=$v$0$sin$($ ang $)-$gt

Repeat all angles given till all results calculated.

Print the results like this:

Initial velocity: $10\mathrm{.}34($m$)/($s$)$

Initial position: $[2\mathrm{.}004\mathrm{.}50]$

Angle $30$ degrees, max horizontal distance $=13\mathrm{.}56$m$,$max height $=8\mathrm{.}71$m

Angle $32$ degrees, max horizontal distance $=14\mathrm{.}66$m$,$max height $=9\mathrm{.}71$m

plot max horizontal distance v$.$s$.$ angle, and max height v$.$s$.$ angle.