"It has four sides" is a description that does not guarantee that a quadrilateral is a square.
A quadrilateral is not necessarily a rectangle. The only time this is not true is in the case of a square on a quadrilateral without four 90 degree angles.
A square fits that description.
false
Square
of course it can.
A quadrilateral is not necessarily a rectangle. The only time this is not true is in the case of a square on a quadrilateral without four 90 degree angles.
A description that states a quadrilateral has one pair of opposite sides that are both equal and parallel does not guarantee that it is a parallelogram. While this condition is sufficient for proving that a quadrilateral is a parallelogram, it is not necessary; other configurations might exist where a quadrilateral meets this condition without being a parallelogram. Other descriptions, such as having both pairs of opposite sides equal or both pairs of opposite angles equal, would guarantee it is a parallelogram.
A square would fit the given description.
A square is one such quadrilateral that will fit the given description
A square fits that description.
Either a square or a parallelogram fit this description.
A square would fit the given description
A square would fit the given description
A square and rectangle all fit this description.
A square or a rectangle would fit the given description
A square and a rectangle would fit the given description.
A parallelogram. A square or rectangle would also technically fit this description.