Consider a solid bounded by the graphs of the following functions for y > x. z = y^8 + 3, z = 0, y = x^6, y = x, y = 1. Using the Matlab command surf, visualize this solid by plotting the bounding surfaces for x, y ? [?1, 1] and z ? [?1, 4] with the step sizes ?x = ?y = 0.1, and ?z = 0.25. Note: In order to plot the surfaces that are not of the form z = f (x, y) (i.e., the last 3 surfaces listed above), you will have to create a gridded (x, z) domain, instead of a gridded (x, y) domain. Use your First Name, Last Name, and Student Number as the title for the graph (e.g., 'Johnny Good, 1234567'). Then save the graph as a Portable Network Graphics (.png) file, and upload it.

I need help using the surf command to plot these boundaries (later used for integration).

Problem # 1: Consider a solid bounded by the graphs of the following functions for y>x Using the Matlab command surf, visualize this solid by plotting the bounding surfaces for x, y E-1 , ] and z E [-1,41 with the step sizes x- y-0.1, and z-0.25. Note: In order to plot the surfaces that are not of the form z -f(x,y) (i.e., the last 3 surfaces listed above), you will have to create a gridded (x, z) domain, instead of a gridded (x, y) domain. Use your First Name, Last Name, and Student Number as the title for the graph (e.g., Johnny Good, 1234567). Then save the graph as a Portable Network Graphics (.png) file, and upload it