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https://math.answers.com/math-and-arithmetic/Does_a_trapezoid_have_the_property_that_diagonals_are_perpendicular

Does a trapezoid have the property that diagonals are perpendicular? - Answers

No, they do not have that property. The quadrilaterals that have that property are the rhombus (and subsequently, the square) and the kite. The only property I'm aware of diagonals of a trapezoid having is the fact that they cut each other in the same ratio, which happens to be the ratio between the lengths of the parallel sides.



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Does a trapezoid have the property that diagonals are perpendicular? - Answers

https://math.answers.com/math-and-arithmetic/Does_a_trapezoid_have_the_property_that_diagonals_are_perpendicular

No, they do not have that property. The quadrilaterals that have that property are the rhombus (and subsequently, the square) and the kite. The only property I'm aware of diagonals of a trapezoid having is the fact that they cut each other in the same ratio, which happens to be the ratio between the lengths of the parallel sides.



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https://math.answers.com/math-and-arithmetic/Does_a_trapezoid_have_the_property_that_diagonals_are_perpendicular

Does a trapezoid have the property that diagonals are perpendicular? - Answers

No, they do not have that property. The quadrilaterals that have that property are the rhombus (and subsequently, the square) and the kite. The only property I'm aware of diagonals of a trapezoid having is the fact that they cut each other in the same ratio, which happens to be the ratio between the lengths of the parallel sides.

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      No, they do not have that property. The quadrilaterals that have that property are the rhombus (and subsequently, the square) and the kite. The only property I'm aware of diagonals of a trapezoid having is the fact that they cut each other in the same ratio, which happens to be the ratio between the lengths of the parallel sides.

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