Question

Curve is a intersection sphere and plane stokes theorem

Answer 1

I can't understand the question is incomplete

Answer 2

Answer:

The intersection of a plane and a sphere should always be a circle (or a point, or empty). Proof: we can assume the sphere is centered at the origin. Then the plane is given by n⋅x=d, where n is the unit normal to the plane, and d is a constant, and x is the variable. Let r be the radius of the sphere