The vertices of a quadrilateral are G(4, - 1), O(0, 0), L(2, 6), and D(6, 5). Show that quadrilateral GOLD is a parallelogram

Q: Find the area of the parallelogram with vertices  K(2, 1, 1), L(2, 2, 4), M(4, 6, 4), and N(4, 5,…

A: To Determine  The area of the parallelogram with vertices  K(2, 1, 1), L(2, 2, 4), M(4, 6, 4), and…

Q: A parallelogram has vertices (5,0) (3,-3) (-4,-3) and (-2,0). The diagonal of the parallelogram…

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Q: Find the area of the parallelogram with vertices at (5, -2), (11, 3), (14, –8), and (20, -3).

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Q: Find the area of the parallelogram whose vertices are: A(0,0,0) B(5,2,6) C(9,-1,6) D(4,-3,0)

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Q: Find the area of the parallelogram with vertices at A(1,-5,2) B(-8, -13,-5) C(-11,7,5) D(-20, −1,…

A: The given vertices are:A(1,−5,2), B(−8,−13,−5), C(−11,7,5), D(−20,−1,−2)To visualize the situation,…