Question: MATLAB HELP!! I cannot figure out what is required. These parts have me confused on what code is required to complete. - % calculate maximum

MATLAB HELP!! I cannot figure out what is required. These parts have me confused on what code is required to complete.

- % calculate maximum y value and the corresponding x location

- % rearrange the values at the maximum point and store in xy_peak % plot y versus x using a color of choice and linewidth of 2.

- % overlay a circle, using a different color, at the xy peak location.

GIVEN INFORMATION:

v0 = 60 m/s

theta = 20 initial angle of launch in degrees

y0 = 20 initial height in meters

% Call the function to generate plot and show x and y values at the peak [x, y, xy_peak] = student_solution( v0, theta, y0 );MATLAB HELP!! I cannot figure out what is required. These parts have

Projectile Motion (vector creation and use) My Soluti 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: y=xtan21(v0cos)2x2g+y0 of the projectile is the horizontal distance it travels and can be determined using the formula: d=gv0cos(v0sin+(v0sin)2+2gy0) inputs (in order): 1. A scalar variable with the initial velocity, v0 in m/s. 2. A scalar variable with the initial angle, , in degrees. 3. A scalar variable with the initial height, y0, in meters. Your function should return the following three outputs (in order): 1. A column vector of 200 equally-spaced x-values starting at 0 and ending at d. 2. A column vector of 200y-values that gives the height of the projectile. 3. A two-element row vector that gives the ( x,y) point of the peak of the trajectory (i.e. the highest point) from the first two outputs

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