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1. Find solutions for the divergence and curl of the vector field v at (1, 0, -1). v (x, y, z) = xzi+ xyzj
1. Find solutions for the divergence and curl of the vector field v at (1, 0, -1). v (x, y, z) = xzi+ xyzj + z cos(y) k 2. If r= (x, y, z), prove that V (-) = = = 1/2 - (8 mark)
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Solutions Step 1 Given The vector field is Vx2z2ixyzjzcosy 4 k and the position is 101 To find diver...
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Calculus For Scientists And Engineers Early Transcendentals
Authors: William L Briggs, Bernard Gillett, Bill L Briggs, Lyle Cochran
1st Edition
0321849213, 9780321849212
