In geometry, there are plenty of shapes choose circles, triangles, squares, rectangles, cubes, cones, cylinders, and also so on. Amongst these, the figures that have 4 sides are termed quadrilaterals. Squares and also rectangles are the most typical shapes seen roughly us. Apparently, castle seem to be rather similar, however, mathematically, they are different. The key difference between them is the a square has all equal sides, whereas, in a rectangle, opposing sides room equal. In various other words, a square is a rectangle in i m sorry the nearby sides are equal and the inner angles space equal come 90°.

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1.What is a Square and a Rectangle?
2.Important nature of a Square and a Rectangle
3.Difference between a Square and a Rectangle
4.Why is a Square referred to as a Rectangle?
5.FAQs top top Difference between Square and also Rectangle

What is a Square and also a Rectangle?


Although squares and also rectangles space quadrilaterals, over there are specific properties that differentiate them.

Square:

A square is a level two-dimensional form that has 4 equal sides, 4 interior best angles, and also four vertices.

Rectangle:

A rectangle is a two-dimensional form in i m sorry the the opposite sides room equal. The has 4 equal angles and also four vertices. All the four angles the a rectangle measure 90°.


Important properties of a Square and a Rectangle


Some vital properties of a square are:

All 4 sides are equal in length.All the interior angles of a square room 90°.The opposite political parties of a square are parallel to each other.The diagonals that a square room equal in length and also they bisect every other.

Some necessary properties of a rectangle are:

The opposite political parties of a rectangle are equal and also parallel to every other.All the interior angles that a rectangle space 90°.The diagonals of a rectangle space of the same length and also bisect each other.

Difference between a Square and also a Rectangle


The crucial differences between a square and also a rectangle are provided in the table given below.

Square vs Rectangle

PropertySquareRectangle
SidesA square has 4 equal sides.In a rectangle, opposing sides space equal.
DiagonalsThe diagonals the a square bisect each various other at 90°.The diagonals the a rectangle bisect each various other at different angles. One angle is an obtuse angle and the various other one is one acute angle.
Shapes formedA circle deserve to be developed with the point of bisection the the diagonals together the center of the circle since all the 4 vertices are equidistant from the allude of bisection.No such shapes can be developed with the point of bisection the the diagonals the the rectangle.
AreaThe area that a square is measured utilizing the formula: Area = side × SideThe area the a rectangle is measured together the product that its length and also width. Area = size × Width
Perimeter

The perimeter the a square is calculation by utilizing the formula:

Perimeter = 4 × Side

The perimeter of a rectangle is calculation by utilizing the formula:

Perimeter = 2 (length + width)

Length of the diagonal

As every the Pythagoras organize (Pythagorean theorem), the length of the diagonal line of a square is the product the the square root of 2 and the next of the square.

Length of diagonal line = √ (2 × Side)

As every the Pythagoras to organize (Pythagorean theorem), the size of the diagonal line of a rectangle is the square source of the sum of squares of the length and width.

Length of diagonal line = √(Length2 + Width2)


Why is a Square called a Rectangle?


We call a square a special form of rectangle since they both share some common properties i beg your pardon are provided below.

A square and also a rectangle have interior angle equal come 90°.The opposite political parties in both shapes are equal and parallel.The diagonals that bisect each other are equal in length.

Here room some nature that carry out not use to rectangles and also are uncovered only in squares.

All four sides space equal.Diagonals bisect each various other at appropriate angles.

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