Mathematics
Mathematics, 28.06.2019 18:10, diamondgodbee123

Let f = (z βˆ’ y) i + (x βˆ’ z) j + (y βˆ’ x) k . let c be the rectangle of width 2 and length 5 centered at (7, 7, 7) on the plane x + y + z = 21, oriented clockwise when viewed from the origin. (a) find curlf . curlf = ⟨2,2,2⟩ (b) use stokes' theorem to find f Β· dr c . f Β· dr c = βˆ’60 √3

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Let f = (z βˆ’ y) i + (x βˆ’ z) j + (y βˆ’ x) k . let c be the rectangle of width 2 and length 5 centered...

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