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13 Nov 2019
13-18. Counts as 1 question as in calculus stewart book page 1121 (k) (grad/) Ã (div F) (1) divicu!(grad/)) 13-18 Determine whether or not the vector field is conservative. If it is conservative, find a function f such that F = Vf. 13. F(x, y, z)-y? i + 2xyz3j + 3xy2z? k 2.,2 14. F(x, y, z) xyz? i + x2yz2j + xyz k 15. F(x, y, 2) 3xy22 i + 2x2yz3j 3x2y'22 k 16. F(x, y, z)-i+ sin z j +y cos z k 17. F(x, y, z) = eyzi + xzeyzj + xyeyzk 18. F(x, y, z) = e"sin ye i + ze" cos yzj + ye"cos yz k 19. Is there a vector field G on R3 such that
13-18. Counts as 1 question as in calculus stewart book page 1121
(k) (grad/) Ã (div F) (1) divicu!(grad/)) 13-18 Determine whether or not the vector field is conservative. If it is conservative, find a function f such that F = Vf. 13. F(x, y, z)-y? i + 2xyz3j + 3xy2z? k 2.,2 14. F(x, y, z) xyz? i + x2yz2j + xyz k 15. F(x, y, 2) 3xy22 i + 2x2yz3j 3x2y'22 k 16. F(x, y, z)-i+ sin z j +y cos z k 17. F(x, y, z) = eyzi + xzeyzj + xyeyzk 18. F(x, y, z) = e"sin ye i + ze" cos yzj + ye"cos yz k 19. Is there a vector field G on R3 such that
Hubert KochLv2
11 Nov 2019