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Quadrilateral ABCD has vertices at: A(0,7), B(10,9), C(12,-1), and D(2-3) a) Find the midpoint of each diagonal of ABCD. Based on this result, what special type of quadrilateral is ABCD?

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abidemiokin

The midpoint of each diagonal of ABCD is (6, 3),  and (6, 4)

What is a quadrilateral?

A quadrilateral is a shape with  4 sides

The diagonal of the Quadrilateral ABCD with vertices at: A(0,7), B(10,9), C(12,-1), and D(2-3) has a diagonal of AC and BD

what are midpoint?

Midpoint is the point that divides two coordinates

Get the midpoint of AC and BD

AC = (0+12)/2, (7-1)/2

AC = (12/2, 6/2)

AC = (6, 3)

Similarly for BD

BD = [(10+2)/2, 9-1/2]

BD = (12/2, 8/2)

BD = (6, 4)

Hence the midpoint of each diagonal of ABCD is (6, 3),  and (6, 4)

Learn more on  midpoint here: https://brainly.com/question/18315903

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