Which characteristics will not prove that quadrilateral PQRS, drawn in a coordinate plane, is a parallelogram?

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asked Aug 23, 2022 212k views

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Vvahans · Answer 1 · 2022-08-28T22:27:20+0000

The answer is letter C. This is because line PQ and RS does not describe a slope. Because PQ and RS are in straight horizontal lines. So it is impossible for PQ and RS to have a slope or a diagonal form.

Which characteristics will not prove that quadrilateral PQRS, drawn in a coordinate plane, is a parallelogram?

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