I need someone who’s good with Maple 2019. Need a code forthis

YOUR TASK For this lab, the individualized data from your instructor will consist of a function p(x, y), two functions f(r, y) and p(x,y, z), and a sphere radius rad. From this, you will need to: Compute the center of mass of the square -1 <x s 1, -1 < y s1 with uniform density 1 Compute the center of mass of the square -1 x s 1, -1 s ys1 with density p(x, y). Draw the region between the graphs of y L(x) and y = f(x) and compute the center of mass of this region if it has density 1 Draw the region between the graph of z = f(x,y) and the sphere of radius rad centered at the origin, and compute the volume and total mass of this region DELIVERABLE Your code should consist of the following: 1. Computation of the center of mass of the square if the density is the constant function 1. In words, why does this answer make sense? 2. Computation of the center of mass of the square with density p(x, y) 3. Computation of the center of mass of the region between y = L(x) and y f(x) with con stant density 1. To help you with this, the area of this region has been provided with your individualized data. Verify this value to make sure that you are using the correct region. 4. A figure (or two) of the region between z = f(x,y) and the sphere of radius rad centered around the origin 5. Verification of the volume of this region. It should match the 3D Volume value given in your individualized data 6. Computation of the total mass of this region if it has density p(r, y, z) Print all of your code (after removing all of the incorrect lines) and the desired images from above and put them into a single stapled packet Show transcribed image text YOUR TASK For this lab, the individualized data from your instructor will consist of a function p(x, y), two functions f(r, y) and p(x,y, z), and a sphere radius rad. From this, you will need to: Compute the center of mass of the square -1

## Expert Answer

Answer to YOUR TASK For this lab, the individualized data from your instructor will consist of a function p(x, y), two functions f…