Which Statement Is Not Always True For A Parallelogram?

Answer and explanation: Of the claims made about a parallelogram, the one that is not always true is that the diagonals of the parallelogram are congruent with one another. Considering that a parallelogram is defined as two congruent and parallel sides, we may conclude that both the second and fourth propositions are always true. To view the complete response, please click here.

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