The main difference between a square and a rhombus is that all the angle of a square are equal come 90°, whereas, the angles of a rhombus room not equal to 90°. The is often said that a square is a rhombus, however a rhombus isn’t constantly a square since a square fulfills all the properties of a rhombus. Once a rhombus satisfies all the nature of a square, it i do not care a square. Let united state learn much more about the difference in between square and also rhombus.

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 1 Difference in between Square and also Rhombus 2 Square and Rhombus Formulas 3 Similarities between Square and also Rhombus 4 FAQs ~ above Difference between a Square and also Rhombus

## Difference between Square and also Rhombus

A square is a two-dimensional number that has four equal sides and four equal angles. The sides of a square space perpendicular to each other and also its diagonals are of same length. A rhombus is a quadrilateral in i beg your pardon the the opposite sides room parallel and also the opposite angles space equal. The political parties of a rhombus space not perpendicular to each other and the diagonals that a rhombus space not same in measure. The following number helps to identify and also differentiate in between a square and a rhombus.

Observe the following table that shows the difference between a square and a rhombus.

SQUARERHOMBUS
All the angle of a square room equal and also measure 90° each.Only the opposite angles of a rhombus space equal to every other.
The diagonals the a square space of same length.The diagonals the a rhombus are of unlike length.

A square can be inscriptions in a circle.

A rhombus can not be inscribed in a circle.

A square has 4 lines of symmetry.

A rhombus has actually two present of symmetry.

The political parties of a square are perpendicular to every other.The sides of a rhombus space not perpendicular to each other.

## Square and Rhombus Formulas

Once we recognize the size of the sides and the size of the diagonals the a provided square and a rhombus, we can use the adhering to formulas to calculate their area and also perimeter.

## Similarities in between Square and also Rhombus

Squares and rhombuses have many differences but they space also comparable in plenty of ways. The adhering to table reflects the similarities between a square and also a rhombus.

SQUARERHOMBUS
A square is a quadrilateral.A rhombus is additionally a quadrilateral.
The diagonals of a square bisect each other at appropriate angles.The diagonals that a rhombus additionally bisect each various other at right angles.
The amount of the 4 interior angle of a square is 360°.The sum of the 4 interior angles of a rhombus is 360°.
The opposite political parties of a square room parallel.The opposite sides of a rhombus are also parallel.
All the sides of a square room of equal length.All the political parties of a rhombus are likewise of same length.

### Related Articles

Check the end the following write-ups related to the difference in between square and rhombus.

Example 1: determine if the given parallelogram ABCD is a square or a rhombus if the political parties AB, BC, CD, and DA room equal to every other and also the inner angles ∠A, ∠B, ∠C, ∠B space all same to 90°.

Solution: The question mentions that ABCD is a parallelogram.It is offered that the sides abdominal = BC = CD = DA; and ∠A = 90° , ∠B = 90°, ∠C = 90°, ∠D = 90°We know the difference between square and also rhombus and also the truth that all the political parties of a square and also a rhombus room of equal length. The internal angles of a square space 90°, yet the angles of a rhombus space not 90°. Therefore, we have the right to conclude that the provided parallelogram is a square.

Example 2: making use of the nature of a square and rhombus, write true or false because that the adhering to statements: a.) every the angle of a square are equal and also measure 90° each. B.) all the sides of a rhombus are of same length.

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Solution:

a.) True, every the angles of a square measure 90° each. B.) True, every the political parties of a rhombus are of equal length.