This must be solved in MATLAB using loops and not built in functions.

1 Create a function called cannon (that calculates the maximum height of a cannon ball's trajectory the time at which this occurs, and the speed at that time. These three values are returned to the main program, which has the following form: x0 = 0; v0 = 20; % initial speed in m/s angle 45; % elevation angle in degrees [maxheight,time, speed]-cannon (x0, yo, v0, angle); fprintf ('The max height is %7.2f ' , maxheight) fprintf ('The time of the max height is %7.2f seconds ' , time) fprintf ('The speed at the max height is %7.2f in' , speed) The arguments passed down to cannonare the initial x- and y-coordinates (x0,y0), initial speed (vO), and elevation angle (angle). Do not use the built-in max () function, and do not use equations that give the height, time, and/or velocity directly. Use the equations of motion (x and y coordinate equations) that you used in HW #2, Problem #6. Start at time 0 and then repeatedly increment the time by a small amount while checking if the maximum height has been reached. To check your code, you might consider generating plots that enable you to see if your answers make sense