Consider a vector field given by $x \hat{\imath}+y \hat{\jmath}+z \hat{k}$. This vector field is
(A) divergence-free and curl-free.
(B) curl-free but not divergence-free.
(C) divergence-free but not curl-free.
(D) neither divergence-free nor curl-free.

Question ID - 155498 :-

Consider a vector field given by $x \hat{\imath}+y \hat{\jmath}+z \hat{k}$. This vector field is
(A) divergence-free and curl-free.
(B) curl-free but not divergence-free.
(C) divergence-free but not curl-free.
(D) neither divergence-free nor curl-free.

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