I am so sorry to take your time but I had a question. No matter how much I try im not understanding the Surface Integrals Of Vector Fields portion of my class. Specifically theirs this question that I was told was supposed to be simple but am still not getting for some reason. Could any of you explain it if you have the time?
Question:
I dont know how to properly format it but its question number five in the link below:
(Theirs a explenation but Im not understanding it)
https://tutorial.math.lamar.edu/problems/calciii/SurfIntVectorField.aspx
Question:
Evaluate ∬S→F⋅d→S∬SF→⋅dS→ where →F=y→i+2x→j+(z−8)→kF→=yi→+2xj→+(z−8)k→ and SS is the surface of the solid bounded by 4x+2y+z=84x+2y+z=8, z=0z=0, y=0y=0 and x=0x=0 with the positive orientation. Note that all four surfaces of this solid are included in S
Sorry for taking even more of your time but if possible could you explain the vector feild to me in non textbook words?
Thank You so much for your time.
