Line Of Symmetry Of Rectangle

A rectangle has ii lines of symmetry which divides it into two identical parts. A shape can be unlike types of symmetry, such as linear symmetry, mirror symmetry, reflectional symmetry, and and then on. A shape tin can be two or more lines of symmetry. To recall, a rectangle is ane of the quadrilaterals whose two opposite sides are equal and parallelogram. Thus, a rectangle is likewise considered equally a special parallelogram. For a rectangle, both the line and rotational symmetry exists which are discussed below.

Rectangle
Symmetry
Reflection Symmetry
Figures with Symmetry

What is Lines of Symmetry in Rectangle?

There are ii symmetry lines of a rectangle which are from its length and latitude. These 2 lines cutting the rectangle in two like halves which are mirror images of each other. If a rectangle is folded along its line of symmetry, it superimposes perfectly.

Number of Symmetry Lines in a Rectangle = 2

Hither are the two lines of symmetry in a rectangle:

Lines Of Symmetry In A Rectangle

It should be noted that for a rectangle, the diagonals are non its lines of symmetry. This is because, if a rectangle cut along its diagonals volition non superimpose perfectly equally the sides will be of different measurement.

Rectangle Lines Of Symmetry

Rotational Symmetry of a Rectangle

A rectangle has an order of rotational symmetry of 2 at 180° and 360°. This means a rectangle can map onto itself 2 times during rotation of 360° i.e. at 180° and 360°. This is in dissimilarity to a square which has rotational symmetry of iv as it has four equal sides.

Video Lesson on Properties of rectangles

Frequently Asked Questions on Lines Of Symmetry In A Rectangle

What is a Rectangle?

A rectangle is a 4 sided polygon whose two opposite sides are equal and parallel. The angles of a rectangle are ever 90 degrees and its diagonals are always equal.