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Evaluate the Surface Integral of G Over the Surface S $\neq$

Question 118

Multiple Choice

Evaluate the surface integral of G over the surface S.
-S is the hemisphere $Evaluate the surface integral of G over the surface S. -S is the hemisphere + + = 11, z \neq 0; G(x,y,z) = A) 242/3 \pi B) 121 /3 \pi C) 484 \pi D) 44/3 \pi$ + $Evaluate the surface integral of G over the surface S. -S is the hemisphere + + = 11, z \neq 0; G(x,y,z) = A) 242/3 \pi B) 121 /3 \pi C) 484 \pi D) 44/3 \pi$ + $Evaluate the surface integral of G over the surface S. -S is the hemisphere + + = 11, z \neq 0; G(x,y,z) = A) 242/3 \pi B) 121 /3 \pi C) 484 \pi D) 44/3 \pi$ = 11, z $\neq$ 0; G(x,y,z) = $Evaluate the surface integral of G over the surface S. -S is the hemisphere + + = 11, z \neq 0; G(x,y,z) = A) 242/3 \pi B) 121 /3 \pi C) 484 \pi D) 44/3 \pi$