We refer to the integrand that occurs in Green's Theorem and that appears as [ operatorname{curl}_{z}(mathbf{F})=frac{partial F_{2}}{partial
Question:
We refer to the integrand that occurs in Green's Theorem and that appears as
\[
\operatorname{curl}_{z}(\mathbf{F})=\frac{\partial F_{2}}{\partial x}-\frac{\partial F_{1}}{\partial y}
\]
For the vector fields (A)-(D) in Figure 27, state whether \(\operatorname{curl}_{z}\) at the origin appears to be positive, negative, or zero.
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