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Let F = I + J + K

Question 23

Multiple Choice

Let F = Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) i + Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) j + K Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) k. For what value of the constant K is F conservative?
If K has that value, find the family of equipotential surfaces of F.


A) K = -1, z = C( Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) + Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) )
B) K = 1, Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) = C( Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) + Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) )
C) K = -1, z ( Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) + Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) ) = C
D) K = -2, Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) = C( Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) + Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) )
E) K = 2, z = C( Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) + Let F = i + j + K k. For what value of the constant K is F conservative? If K has that value, find the family of equipotential surfaces of F. A) K = -1, z = C( + ) B) K = 1, = C( + ) C) K = -1, z ( + ) = C D) K = -2, = C( + ) E) K = 2, z = C( + ) )

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