MATH 2263 Final Exam, Page 12 of 12 December 16, 2021 16. (20 points) Let S be the surface of the solid bounded by the c

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MATH 2263 Final Exam, Page 12 of 12 December 16, 2021 16. (20 points) Let S be the surface of the solid bounded by the c

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Math 2263 Final Exam Page 12 Of 12 December 16 2021 16 20 Points Let S Be The Surface Of The Solid Bounded By The C 1
Math 2263 Final Exam Page 12 Of 12 December 16 2021 16 20 Points Let S Be The Surface Of The Solid Bounded By The C 1 (668.5 KiB) Viewed 23 times
MATH 2263 Final Exam, Page 12 of 12 December 16, 2021 16. (20 points) Let S be the surface of the solid bounded by the cylinder x2 + z2 = 4 and the planes y=0 and y=3. Consider the vector field F(x,y,z) = (sin(y+z), ?y?, exo +xayz). Use the Divergence Theorem to evaluate SSsF. ds. =
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