A given parallelogram, ABCD, has vertices at A(2,-1,4), B(1,0,-1), C(1,2,3), and D. Find a) the coordinates...
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A given parallelogram, ABCD, has vertices at A(2,-1,4), B(1,0,-1), C(1,2,3), and D. Find a) the coordinates of D. A(2, -1, 4) b) the cosine of the interior angle at B. C(I, 2, 3) c) the vector projection of BA onto BC. B(1.0. -1) d) the area of the parallelogram. e) an equation for the plane of the parallelogram. A given parallelogram, ABCD, has vertices at A(2,-1,4), B(1,0,-1), C(1,2,3), and D. Find a) the coordinates of D. A(2, -1, 4) b) the cosine of the interior angle at B. C(I, 2, 3) c) the vector projection of BA onto BC. B(1.0. -1) d) the area of the parallelogram. e) an equation for the plane of the parallelogram.
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Let Dx y be the coordinates of D a As per the question Midpoint of AC M... View the full answer
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