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Find the Divergence of the Vector Field F Given By \mathbf

Question 65

Multiple Choice

Find the divergence of the vector field F given by F(x,y,z) =sin(7x) i+cos(6y) j+z3k^\mathbf { F } ( x , y , z ) = \sin ( 7 x ) \mathbf { i } + \cos ( 6 y ) \mathbf { j } + z ^ { 3 } \hat { \mathbf { k } }


A) 7cos(x) 6sin(y) +3z27 \cos ( x ) - 6 \sin ( y ) + 3 z ^ { 2 }
B) cos(x) +sin(y) +z4\cos ( x ) + \sin ( y ) + z ^ { 4 }
C) 7cos(7x) +6sin(6y) +3z47 \cos ( 7 x ) + 6 \sin ( 6 y ) + 3 z ^ { 4 }
D) 7cos(7x) 6sin(6y) +3z27 \cos ( 7 x ) - 6 \sin ( 6 y ) + 3 z ^ { 2 }
E) cos(7x) sin(6y) +z2\cos ( 7 x ) - \sin ( 6 y ) + z ^ { 2 }

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