Use Stokes theorem to write a line integral that is equal to the surface integral curl F where F(z,, 2) = (-y- 52, dz + 3a, 3r- Sy) Sis the portion of the paraboloid z 25- -y² above the ayplane. and its boundary Cis directed counterclockwise when viewed from the first octant. pint parameterize C by the angle when 20) Provide your answer below

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