If f is a potential function for the two-dimensional vectorfield F then the Fundamental
Chapter 18, Problem 60(choose chapter or problem)
If f is a potential function for the two-dimensional vectorfield F then the Fundamental Theorem of Calculus forLine Integrals says thatC F dr = f(x, y) f(0, 0)where C is any path from (0, 0) to (x, y). Using this factand choosing C to be a straight line, find potential functionsfor the following conservative fields (where a, b, care constants):(a) F = ayi + axj(b) F = abyebxyi + (c + abxebxy)j
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