Mathematics, 07.01.2021 03:10 sparkyjones02

Three of the vertices of quadrilateral MARY are M (-3,1), A(3,3), and R(5,7). Find the coordinates of Y, such that, quadrilateral MARY is a parallelogram.

Use coordinate geometry to prove that MARY is a parallelogram.

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Three of the vertices of quadrilateral MARY are M (-3,1), A(3,3), and R(5,7). Find the coordinates...

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Three of the vertices of quadrilateral MARY are M (-3,1), A(3,3), and R(5,7). Find the coordinates of Y, such that, quadrilateral MARY is a parallelogram. Use coordinate geometry to prove that MARY is a parallelogram.

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Three of the vertices of quadrilateral MARY are M (-3,1), A(3,3), and R(5,7). Find the coordinates of Y, such that, quadrilateral MARY is a parallelogram.

Use coordinate geometry to prove that MARY is a parallelogram.