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Let S be the surface x2 + y = 4 withy > 0. Consider the vector field F = (6xz + 2xy , yz, cy?).

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Let S be the surface x2 + y = 4 withy > 0. Consider the vector field F = (6xz + 2xy , yz, cy?). Consider two distinct points P1, P2 on the surface S. Find the value of the constant c so that So F . dr = Sc, F . dr for any two curves C1, C2 on the surface S from P1 to P2. X -4 Correct Answer: -2.50

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