Let F be a continuously differentiable vector field in R
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Let F be a continuously differentiable vector field in R3, Q a point, and S a plane containing Q with unit normal vector
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Let F be a continuously differentiable vector field in R3, Q a point, and S a plane containing Q with unit normal vector e. Let Cr be a circle of radius r centered at Q in S, and let Sr be the disk enclosed by Cr. Assume Sr is oriented with unit normal vector e. (a) Let m(r) and M(r) be the minimum and maximum values of curl(F(P ))
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