Oh honey, let me lay down some geometry truth for you. A trapezoid is like a rebellious teenager - it can have all sorts of wonky sides and angles. But a rectangle? Oh no, honey, that's a whole different breed. Rectangles have those nice right angles and equal sides. So, to answer your question, nope, not every trapezoid can be a rectangle.
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No, every trapezoid is not a rectangle. There is no overlap between rectangles and trapezoids -- that is, no trapezoid is a rectangle. They are both four-sided quadrilaterals
'A square is a type of rectangle, a rectangle is a type of paralellogram, a paralellogram is a type of trapezoid, a trapezoid is a type of quadrilateral.
A trapezoid and a rectangle are both polygons.
A rectangle is never a trapezoid because a rectangle does not have exactly 1 pair of parallel sides
A rectangle is not a trapezoid. A trapezoid is defined as a quadrilateral with one pair of parallel sides and another pair that is not parallel. That description cannot be applied to a rectangle. It is only if you define a trapezoid as a quadrilateral with one pair of parallel sides and say nothing at all about the other sides, can a rectangle be said to be a trapezoid. But you would have to be mathematically incompetent to use that as a definition of a trapezoid.
a trapezoid has 1 pair of parallel lines and a rectangle has 2 parallel lines