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13 Nov 2019
Math 227 Exam 4- Page 7 of 8 Due: 12/01/2017 6. Evaluate ll. F . ids with F = (z-12 , 2zy , 2) and S: boundary of region enclosed on top by the plane z = 4 and below by the parabaloid z = z2+ Math 227 Exam 4-Page 8 of 8 Due: 12/01/2017 Bonus (no partial credit): It turns out that F-(-y , x , zy-vray satisfies â½ Ã F*-x2 , 2ry , 2). (the field from problem 6) Use this fact, Stokes' Theorem, and properties of surface/line integrals to answer problem 6 without doing any computations.
Math 227 Exam 4- Page 7 of 8 Due: 12/01/2017 6. Evaluate ll. F . ids with F = (z-12 , 2zy , 2) and S: boundary of region enclosed on top by the plane z = 4 and below by the parabaloid z = z2+ Math 227 Exam 4-Page 8 of 8 Due: 12/01/2017 Bonus (no partial credit): It turns out that F-(-y , x , zy-vray satisfies â½ Ã F*-x2 , 2ry , 2). (the field from problem 6) Use this fact, Stokes' Theorem, and properties of surface/line integrals to answer problem 6 without doing any computations.
Lelia LubowitzLv2
11 Jul 2019