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Let F = (Z - Y) I + (X - $\pi$

Question 79

Multiple Choice

Let F = (z - y) i + (x - z) j + (y - x) k. Compute the work done by the force F in moving an object along the curve of intersection of the cylinder $Let F = (z - y) i + (x - z) j + (y - x) k. Compute the work done by the force F in moving an object along the curve of intersection of the cylinder with the plane The orientation of the curve is consistent with the upward normal on the plane. A) 8 \pi B) 6 \pi C) 4 \pi D) 2 \pi E) 0$ with the plane $Let F = (z - y) i + (x - z) j + (y - x) k. Compute the work done by the force F in moving an object along the curve of intersection of the cylinder with the plane The orientation of the curve is consistent with the upward normal on the plane. A) 8 \pi B) 6 \pi C) 4 \pi D) 2 \pi E) 0$ The orientation of the curve is consistent with the upward normal on the plane.

A) 8 $\pi$
B) 6 $\pi$
C) 4 $\pi$
D) 2 $\pi$
E) 0

Let F = (Z - Y) I + (X - π\piπ

Multiple Choice

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Let F = (Z - Y) I + (X - $\pi$

Correct Answer:
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