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JEE Main 2026 Preparation: Question Papers, Solutions, Mock Tests & Strategy Unacademy » JEE Study Material » Mathematics » Two Line Symmetry

Two Line Symmetry

In this article we will discuss the two line symmetry two lines symmetry, 2 lines of symmetry in a square and how many letters have two lines of symmetry.

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Symmetry is the balanced and proportionate likeness between two sides of an object. To put it another way, one half is the inverse of the other. It is vital to comprehend the concept of symmetry line. When folding a heart shape paper, for example, the paper is folded from the centre to achieve perfect symmetry. When you open the folded heart, you’ll notice a line in the centre where it’s been divided into two halves. The Line of Symmetry is a file that divides the heart into two equal pieces.

An asymmetrical figure is one that has no similarity between its two halves. None of the sides of an asymmetrical figure is the same.

Two line of symmetry

With two lines, some figures can be divided into two equal halves. Two lines of symmetry are believed to exist in these shapes. Two lines of symmetry may be seen in the rectangle. The two symmetrical parts of a rectangle can be separated vertically, horizontally, or diagonally. A rhombus also contains two symmetry lines. Two symmetry lines can be a mix of vertical, diagonal, and horizontal lines. Letters like H and X have two symmetry lines as well. Two lines of symmetry can also be found in an hourglass.

Line of symmetry in a square

The symmetry lines in a square differ from one type to the next. The square lines of symmetry, in simple terms, are the lines that divide the square into two identical sections. A square, as all we know, is a quadrilateral which is a 4-sided figure with all sides equal to each other.

A square has four symmetry lines, each of which divides it into two identical halves. A square’s symmetry lines include its diagonals as well as the lines connecting the midpoints of its opposite sides (bisectors).

Illustration of the line of symmetry

Let’s do an activity to help us understand the concept of symmetry. Take a sheet of A4 paper and fold it in half vertically to make two equal halves. Fold it vertically once more. You may now also sketch a picture and cut it out. When you open the cutout image, you’ll see that the design you created has two lines of symmetry as well. You can also go to a supermarket and look at the symmetry lines on various objects such as boxes, packages, containers, and so on. You can also look around at the fruits and veggies and try to discover the symmetry line between them.

There are several figures in which the symmetry lines can be multiple and there are many figures in which line of symmetry is one, some have 2 lines of symmetry.  Before delving deeper into the symmetry line, it’s critical to grasp the following points. 

  • When a figure or object lacks a line of symmetry, it is said to be asymmetrical. 
  • A single line of symmetry, two lines of symmetry, or numerous lines of symmetry exist in just a few forms and figures.

Because a circle may be folded at any diameter to produce symmetrical halves, it can have an endless number of lines of symmetry. Because the sides of a square are the same, it is said to have four lines of symmetry. The diagonal lines, as well as vertical and horizontal lines, divide a square. The equilateral triangle has three lines of symmetry, whereas the scalene triangle has none because its sides are all different. Because both of its sides are equal, an isosceles triangle has only one line of symmetry. A pentagon has five symmetry lines, while a hexagon has six symmetry lines.

Conclusion

The line of symmetry in mathematics is the line that runs through the centre of a shape/object and divides it into two identical halves. It is the object’s imaginary line or axis. The axis of symmetry, or mirror line, is another name for the line of symmetry. We’re all familiar with the phrase symmetry, which refers to a balanced and proportionate similarity between two sides of an object, with one half mirroring the other.

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Get answers to the most common queries related to the JEE Examination Preparation.

How can we define line of symmetry ?

Ans :- An imaginary line drawn horizontally or vertically at the centre of an object to divide it into two equal hal...Read full

How can find the line of symmetry of a figure ?

Ans :- When a form is folded in half and one half is exactly the same size as the other, we call the folded line a s...Read full

How can we find the line of symmetry in a square ?

Ans :- A square piece of paper can be used to readily identify the symmetry lines in a square . When we fold a squar...Read full

How many line of symmetry does a rectangle have ?

Ans :- In a rectangle, the lines of symmetry are the lines that divide it into two identical halves. Two lines of sy...Read full

Can a equilateral triangle have two line of symmetry ?

Ans :- An equilateral triangle does not have two symmetry lines. An equilateral triangle has three lines of symmetry...Read full

Ans :- An imaginary line drawn horizontally or vertically at the centre of an object to divide it into two equal halves is known as a line of symmetry. The axis of symmetry, or mirror line, is another name for the line of symmetry. 

Ans :- When a form is folded in half and one half is exactly the same size as the other, we call the folded line a symmetry line. A form can have several symmetry lines.

Ans :- A square piece of paper can be used to readily identify the symmetry lines in a square . When we fold a square sheet of paper horizontally or vertically through its centre, we get two equal half of the shape. Those folded lines are the square’s symmetry lines.

Ans :- In a rectangle, the lines of symmetry are the lines that divide it into two identical halves. Two lines of symmetry run through a rectangle. The one on the left is horizontal, while the one on the right is vertical. Because they don’t divide the rectangle into equal and identical halves, the diagonals of a rectangle aren’t considered to be the lines of symmetry in a rectangle.

Ans :- An equilateral triangle does not have two symmetry lines. An equilateral triangle has three lines of symmetry because all three sides are equal. The equilateral triangle has only one line of symmetry that divides the equilateral triangle into two equal halves.

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