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Use Green's theorem to compute the line integral of F(x, y) = <3 y, 7 x> along the boundary of the triangle T whose vertices are A(0, 0), B(3, 0), and C(0, 4) Assume that the boundary of T is traversed counterclockwise (that is, it has positive orientation). [Enter a real number]
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Rhombus adef is inscribed into a triangle abc so that they share angle a and the vertex e lies on the side bc . what is the length of the side of the rhombus if ab=c, and ac=b.
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Use Green's theorem to compute the line integral of F(x, y) = <3 y, 7 x> along the boundary of...
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