Let φ(x,y)=2y2 +3x2y−xy3 and F(x,y)=(6xy−y3)i+(4y+3x2 −3xy2)j Prove that φ is a potential function for F on the xy-plane
Posted: Wed May 04, 2022 10:47 am
Let
φ(x,y)=2y2 +3x2y−xy3 and F(x,y)=(6xy−y3)i+(4y+3x2 −3xy2)j Prove that φ is a potential function for F on the xy-plane.
Let o(x, y) = 2y² + 3x²y-ry³ and F(x, y) = (6xy-y³)i + (4y + 3x²-3xy²) j Prove that is a potential function for F on the ry-plane.
φ(x,y)=2y2 +3x2y−xy3 and F(x,y)=(6xy−y3)i+(4y+3x2 −3xy2)j Prove that φ is a potential function for F on the xy-plane.
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