Question: (5 points) Find eF dr where C is a circle of radius 3 in the plane x + y +z = 5, centered at

(5 points) Find eF dr where C is a circle of radius 3 in the plane x + y +z = 5, centered at (2, 2, 1) and oriented clockwise when viewed from the origin, if F = 4yi - xj + 2(y x)k
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To solve this problem we can use Stokes Theorem which relates a surface integral over a surface S an... View full answer
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