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.

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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°.

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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.
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