please solve this and DO NOT USE FORMULA 10 (the second one) FROM THE INSTRUCTIONS BELOW

Also please follow these instructions: Please note that I'll be forbidding the use of formulas [4] on page 1125 and [10] on page 1130. I'll require you to begin any line integral or surface integral problem with a parametrization of the curves/surfaces in question. Also- note that if you decide to use the FTC for line integrals, Green's Theorem, Stokes's Theorem, or the Divergence Theorem, |'|l require you to show clearly that the given theorem is appropriate to the problem at hand. There is quite a bit of discussion about this in discussion forum that was due on July 17th. The above-mentioned formulas are: Consider a cube in the rst octant with one vertex at the origin and all edges of length 2. Moreover, suppose that the bottom face of this cube is missing. Let the curve 0 denote the boundary of this surface with positive orientation. Now consider the vector eld F (:13, y, z) = (m + 4312, y l 22 , z l :32) f0 F - dr If you use any theorems state which theorems very clearly and also include justication on how they are appropriate. DO NOT USE FORMULA [10] ON PAGE 1130. THERE WILL BE A MAJOR DEDUCTION FOR THAT