Can someone help me with the exact code for this on Matlab? Due tomorrow morning, thanks!

5. (a) (3 points) Plot the hyperboloid z - a2 -y2 and the cylinder 2 y21 on the same set of three-dimensional axes. (b) (1 point) Find the parametric equations of the curve of intersection of the hyperboloid z2-y2 and the cylinder 2 + y2-1. (You don not need to show any work for this. Just enter your response in MATLAB.) (c) (6 points) You are going to plot the curve you found in part (b) in three separate parts. Create three non-overlapping plots each of which shows a portion (time interval) of the curve from part (b). Each of these plots should use a different type of line, e.g. solid, dotted, and dashed. Then, display all set of coordinate axes to display the full curve three of these cur (still displaying the three different types of lines) ves on one 5. (a) (3 points) Plot the hyperboloid z - a2 -y2 and the cylinder 2 y21 on the same set of three-dimensional axes. (b) (1 point) Find the parametric equations of the curve of intersection of the hyperboloid z2-y2 and the cylinder 2 + y2-1. (You don not need to show any work for this. Just enter your response in MATLAB.) (c) (6 points) You are going to plot the curve you found in part (b) in three separate parts. Create three non-overlapping plots each of which shows a portion (time interval) of the curve from part (b). Each of these plots should use a different type of line, e.g. solid, dotted, and dashed. Then, display all set of coordinate axes to display the full curve three of these cur (still displaying the three different types of lines) ves on one