Is the below statement always, sometimes, or never true? If quadrilateral is both a rhombus and a rectangle, it is a square. Sometimes Never Cannot be determined. Always

The statement is always true! A square is indeed a special type of quadrilateral that satisfies both definitions of a rhombus (all sides equal) and a rectangle (all angles are right angles). So if a quadrilateral ticks both boxes, it's safe to say it’s a square! For a fun fact, the blend of these shapes comes from Greek roots, with "rhombus" meaning "to spin" and "rectangle" meaning "right angle." Imagine them dancing together to create the perfect square!