Complete the following table. Shape Rough figure Number of lines of symmetry Square

A figure, whose one half is exactly same shape and size as the other half, is known as a symmetrical figure. A line of symmetry is the straight line that divides a figure in exactly two halves. Here, A square is a symmetrical figure with 4 lines of symmetry as per the given diagram. So, the above table can be completed as follows: Shape Rough figure Number of lines of symmetry Square 4

Complete the following table. Shape Rough figure Number of lines of symmetry Rectangle

We know that, A figure, whose one half is exactly same shape and size as the other half, is known as symmetrical figure. Also, A line of symmetry is the line that divides an object or a shape in two identical halves. Given shape: A rectangle. Given below is the diagram for a rectangle with the lines of symmetry, Here we can see that, the rectangle is a symmetrical figure with 4 lines of symmetry. Hence the given table is: Shape Rough figure Number of lines of symmetry Rectangle 4

Complete the following table. Shape Rough figure Number of lines of symmetry Circle

We know that, A figure, whose one half is exactly same shape and size as the other half, is known as symmetrical figure. Also, A line of symmetry is the line that divides an object or a shape in two identical halves. Given shape: A circle. Given below is the diagram for a circle with some of the symmetrical lines, Here we can see that, any line passing through the center of the circle divides the circle in two equal halves, and we can draw infinite number of lines through the centre. So, a circle has the infinite number of symmetrical lines. Hence, the given table is: Shape Rough figure Number of lines of symmetry Circle Infinite

Complete the following table. Shape Rough figure Number of lines of symmetry Hexagon

We know that, A figure, whose one half is exactly same shape and size as the other half, is known as symmetrical figure. Also, A line of symmetry is the line that divides an object or a shape in two identical halves. Given shape: A hexagon. Given below is the diagram for a hexagon with the symmetrical lines, Here we can see that, number of symmetrical lines is 6 . Hence, the given table is: Shape Rough figure Number of lines of symmetry Hexagon 6

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Active Teach Maths Ace>Chapter 11 - Symmetry>Exercise

Alka Tuli and Rajesh Hassija Solutions for Chapter: Symmetry, Exercise 2: Exercise

Author:Alka Tuli & Rajesh Hassija

Alka Tuli Mathematics Solutions for Exercise - Alka Tuli and Rajesh Hassija Solutions for Chapter: Symmetry, Exercise 2: Exercise

Attempt the practice questions on Chapter 11: Symmetry, Exercise 2: Exercise with hints and solutions to strengthen your understanding. Active Teach Maths Ace solutions are prepared by Experienced Embibe Experts.