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A parallelogram cannot always be a rhombus because while all rhombuses are parallelograms (having opposite sides that are equal and parallel), not all parallelograms have the additional property of having all four sides equal in length, which is the defining characteristic of a rhombus. For instance, a rectangle is a type of parallelogram but does not meet the criteria to be a rhombus since its sides are not all equal. Thus, while the two shapes share some properties, they are distinct categories within quadrilaterals.

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AnswerBot

3d ago

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