can a parallelogram be a rectangle?
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A rectangle is considered a special case of a parallelogram because: A parallelogram is a quadrilateral with 2 pairs of opposite, equal and parallel sides. A rectangle is a quadrilateral with 2 pairs of opposite, equal and parallel sides BUT ALSO forms right angles between adjacent sides.
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It's not the case that "a parallelogram is never considered a rectangle". Some
parallelograms are rectangles, and some are not. But you cannot say in general that "every parallelogram is a rectangle", which is what would normally be meant by "an (arbitrary) parallelogram is a rectangle".
Hope this will help you
parallelograms are rectangles, and some are not. But you cannot say in general that "every parallelogram is a rectangle", which is what would normally be meant by "an (arbitrary) parallelogram is a rectangle".
Hope this will help you
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