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Consider the vector field below: F ⃗=〈2xy+y^2,x^2+2xy〉 Let C be the circular arc of radius 1...

Consider the vector field below: F ⃗=〈2xy+y^2,x^2+2xy〉 Let C be the circular arc of radius 1 starting at (1,0), oriented counter clock wise, and ending at another point on the circle. Determine the ending point so that the work done by F ⃗ in moving an object along C is 1/2.

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