Which of the following is true for the vector field F=⟨yz2,xz2,2xyz⟩\mathbf{F} = \langle yz^2, xz^2, 2xyz \rangleF=⟨yz2,xz2,2xyz⟩?
It is not conservative.
It is conservative.
The curl is non-zero.
The divergence is zero.