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This is false for all rhomboids (a distinct parallelogram such that 4 sides are equal, and has non-right angles), since by congruency, a parallelogram can be flipped on its axis (with 2 closer vertices), producing 2 unequal length diagonals.

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Q: Is t he two diagonals connecting opposite corners of a rhomboid must always be equal?
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Related questions

The two diagonals connecting opposite corners of a must always be equal?

This is true in squares and rectangles.


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