What is the difference between squares and rectangles

What is the difference between squares and rectangles The distinction between a square and a rectangle is that a square has all equal sides, whereas, in an exceedingly parallelogram, the other sides area unit equal. In pure mathematics, there are several shapes like circles, triangles, squares, rectangles, cubes, cones, cylinders, and so on. Among these, the figures that have four sides area unit termed quadrilaterals. Squares and rectangles area unit the foremost common shapes seen around us. Apparently, they appear to be quite similar, however, mathematically, they’re totally different. In alternative words, a square could be a parallelogram during which the adjacent sides area unit equal and therefore the interior angles area unit capable 90°.

What is the Square :

A square is a flat two-dimensional shape that has four sides, four interior right angles, and four vertices.

What is the Rectangle:

A rectangle is a two-dimensional shape in which the opposite sides are equal . it has four equal angles and four vertices. All the four angles of a rectangle measure 90 degree.

What is the Properties of a square:

All four sides of a square measure equal long.

All the inside angles of a square measure 90°.

The opposite sides of a square measure parallel to every different.

The diagonals of a square measure equal long and that they cut one another.

What is the Properties of a rectangle:

The opposite sides of a parallelogram square measure equal and parallel to every different.

All the inside angles of a parallelogram square measure 90°.

The diagonals of a parallelogram square measure of identical length and cut one another.

What is the Square as a rectangle:

We decision a square a special sort of parallelogram as a result of they each share some common properties that square measure listed below.

A square and a parallelogram have interior angles adequate 90°.

opposite sides in each shapes square measure equal and parallel.

The diagonals that cut one another square measure equal long.

Here square measure some properties that don’t apply to rectangles and square measure found solely in squares.

All four sides square measure equal.

Diagonals cut one another at right angles.

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