Consider the conservative vector field

$F(x,y)=(14y^{2}x,14y{x}^{2}9e^{9y})$

and the straight line $C$ from $0,0$ to $3,2.$

Determine a potential $$ for $F$ such that $(0,0)=5.$

Then determine the circulation of $F$ along $C.$

A potential such that $(0,0)=5$ is $=$

The circulation along $C$ is $$