Multiple choice

Curl of vector ^{$\bar{F} = x^2 z^2 \hat{i} - 2xy^2z \hat{j} + 2y^2z^3 \hat{k}$}

$(4yz^3 + 2xy^2) \hat{i} + 2x^2z \hat{j} - 2 y^2z \hat{k}$
$(4yz^3 + 2xy^2) \hat{i} + 2x^2z \hat{j} - 2 y^2z \hat{k}$
$2xz^2 \hat{i} - 4 xyz \hat{j}+ 6y^2z^2 \hat{k}$
$2xz^2 \hat{i} + 4 xyz \hat{j}+ 6y^2z^2 \hat{k}$

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