(See Steps) Use the divergence theorem to evaluate ∫_SF• ndS, where n is the outer normal unit to the surface S. F=3xi+2yj+4zk; S is the surface
Question: Use the divergence theorem to evaluate \(\iint\limits_{S}{F\cdot ndS}\), where n is the outer normal unit to the surface S. \(\mathbf{F}=3x\mathbf{i}+2y\mathbf{j}+4z\mathbf{k}\); S is the surface of the plane \(x+y+z=6\)
Deliverable: Word Document 
(Step-by-Step) Use Stokes theorem to evaluate W=∫_CF•
![[Solution Library] Correctly reverse the order of](/images/solutions/MC-solution-library-36646.jpg "[Solution Library] Correctly reverse the order of integration, then evaluate")
[Solution Library] Correctly reverse the order of integration, then evaluate
![[Solved] The plane region R is bounded](/images/solutions/MC-solution-library-36647.jpg "[Solved] The plane region R is bounded by the graphs of y=x and")
[Solved] The plane region R is bounded by the graphs of y=x and
(See Solution) Find the volume of the "ice cream cone" bounded
(See Steps) Find the centroid of the portion of the cardioid r=1+
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