Find the trajectories $($height as a function of distance$)$ for initial angles ranging from $15$ to $750$

$.$ Employ a range of

horizontal distances from $0$ to $80$ m in increments of $5$ m$.$ The results should be assembled in an array where the first

dimension $($rows$)$ corresponds to the distances, and the second dimension $($columns$)$ corresponds to the different

angles. Use this matrix to generate a single plot of the heights versus the horizontal distances for each of the initial

angles. Employ a legend to distinguish among the different cases, and scale the plot so that the minimum height is zero

using the axis command.