Matlab question

Problem Description Consider the motion of an object modeled with ideal projectile motion (neglecting air resistance). The trajectory of the object can be derived from basic physics and is given by the formula: z tan 0- yo 2 20 Cos wherexis the distance in meters, 6is the inital angle, gis the acceleration due to gravity (9.81 m/sA2), v0 is the initial velocity in m/s, and yo is the initial height in meters. The range, d, of the projectile is the horizontal distance it travels and can be determined using the formula vo cos 0 d vo sin 0 V vo sin 69)2 2gyo Write a function to compute 200 (x,y)points representing the trajectory of a projectile given the initial conditions of its launch. Your function should receive the following three inputs (in order)