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Use Stokes's Theorem to Evaluate the Integral Where $\pi$

Question 28

Multiple Choice

Use Stokes's Theorem to evaluate the integral $Use Stokes's Theorem to evaluate the integral where C is the curve of intersection of the sphere and the plane oriented counterclockwise as seen from high on the z-axis. A) 2 \pi B) 3 \pi C) 4 \pi D) 5 \pi E) 0$ where C is the curve of intersection of the sphere $Use Stokes's Theorem to evaluate the integral where C is the curve of intersection of the sphere and the plane oriented counterclockwise as seen from high on the z-axis. A) 2 \pi B) 3 \pi C) 4 \pi D) 5 \pi E) 0$ and the plane $Use Stokes's Theorem to evaluate the integral where C is the curve of intersection of the sphere and the plane oriented counterclockwise as seen from high on the z-axis. A) 2 \pi B) 3 \pi C) 4 \pi D) 5 \pi E) 0$ oriented counterclockwise as seen from high on the z-axis.

A) 2 $\pi$
B) 3 $\pi$
C) 4 $\pi$
D) 5 $\pi$
E) 0

Use Stokes's Theorem to Evaluate the Integral Where π\piπ

Multiple Choice

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Use Stokes's Theorem to Evaluate the Integral Where $\pi$

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