What is the relationship between a square and a right triangle?

A square can be divided into two right triangles by drawing a diagonal from one corner to the opposite corner. Each right triangle formed will have two sides equal to the length of the square's sides, and the diagonal serves as the hypotenuse. This relationship highlights the properties of right triangles, including the Pythagorean theorem, which can be applied to find the length of the diagonal. Additionally, both shapes share the property of having right angles, with the square being a specific type of quadrilateral.