(15 points) The trajectory of an object can be de- x=0m to x=80m in increments of 5m. The scribed by: results should be assembled in an array where the z=(tan0)x2v02cos20gx2+z0 rows correspond to the distances, and the columns correspond to the different initial angles. Use this matrix to generate a single plot of the heights versus where z is the height, 0 is the initial angle (in horizontal distances for each of the initial angles. radians), x is the horizontal distance, g=9.8m/s2 is Employ legends to distinguish among the different the local gravitational acceleration, v0 is the initial cases, and scale the plot so that the minimum height velocity, and z0 is the initial height. Use Matlab to zero using the axis command. find the trajectories for z0=0 and v0=28m/s for initial angles ranging from 15 to 75 in increments of 15. Employ a range of horizontal distances from