F. Use Green's Theorem to calculate the circulation in the presence of F(-y², x) around the triangular region in the xy-plane region formed the intersection of the plane with the coordinate axis planes. That is, set D is the triangle with vertices at the origin, P(3, 0), and Q(0, 2). G. Use Green's Theorem to calculate the flux of F = (-y², x) with upward pointing normal vector through the triangular region in the xy-plane region formed the intersection of the plane with the coordinate axis planes. That is, set D is the triangle with vertices at the origin, P(3, 0), and Q(0, 2).
F. Use Green's Theorem to calculate the circulation in the presence of F(-y², x) around the triangular region in the xy-plane region formed the intersection of the plane with the coordinate axis planes. That is, set D is the triangle with vertices at the origin, P(3, 0), and Q(0, 2). G. Use Green's Theorem to calculate the flux of F = (-y², x) with upward pointing normal vector through the triangular region in the xy-plane region formed the intersection of the plane with the coordinate axis planes. That is, set D is the triangle with vertices at the origin, P(3, 0), and Q(0, 2).
Elementary Geometry for College Students
6th Edition
ISBN:9781285195698
Author:Daniel C. Alexander, Geralyn M. Koeberlein
Publisher:Daniel C. Alexander, Geralyn M. Koeberlein
Chapter10: Analytic Geometry
Section10.CT: Test
Problem 3CT
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