Green's theorem is given by:
What is the relation between $\mathbf F$ and G,H?
$\mathbf F$ is a vector function $\mathbf F=(G,H)$ where $G$ and $H$ are the components of the vector $\mathbf F$ with respect to the basis $\hat x, \hat y$.
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$\mathbf F$ is a vector function $\mathbf F=(G,H)$ where $G$ and $H$ are the components of the vector $\mathbf F$ with respect to the basis $\hat x, \hat y$.