Telangana SCERT Class 6 Maths Chapter 12 Solution – Symmetry. Here in this post we provides Class 6 Maths Symmetry Telangana State Board Solution. Telangana State Board English Class VI Medium Students can download this Solution to Solve out Improve Your Learning Questions and Answers.
Telangana State Board Class 6 Maths Chapter 12 Symmetry Solution:
EXERCISE – 12.1
1.) Check whether the given figures are symmetric or not? Draw the line of symmetry as well.
ANSWER:
We know,
Any line along which we can fold a figure so that the two parts of it coincide exactly is called a line of symmetry.
Given figure is symmetric about o axis.
ANSWER:
We know,
Any line along which we can fold a figure so that the two parts of it coincide exactly is called a line of symmetry.
Given figure is symmetric about o axis.
ANSWER:
We know,
Any line along which we can fold a figure so that the two parts of it coincide exactly is called a line of symmetry.
Given figure is not symmetric.
ANSWER:
We know,
Any line along which we can fold a figure so that the two parts of it coincide exactly is called a line of symmetry.
Given figure is symmetric about o axis.
ANSWER:
We know,
Any line along which we can fold a figure so that the two parts of it coincide exactly is called a line of symmetry.
Given figure is symmetric about o axis.
ANSWER:
We know,
Any line along which we can fold a figure so that the two parts of it coincide exactly is called a line of symmetry.
Given figure is symmetric about o axis.
2.) Draw a line of symmetry for each of the figures, wherever possible.
ANSWER:
We have to draw line of symmetry for given figure.
ANSWER:
We have to draw line of symmetry for given figure.
ANSWER:
We have to draw line of symmetry for given figure.
ANSWER:
We have to draw line of symmetry for given figure.
ANSWER:
We have to draw line of symmetry for given figure.
ANSWER:
We have to draw line of symmetry for given figure.
3.) In the figure, l is the line of symmetry. Complete the diagram to make it symmetric
ANSWER:
We have to complete diagram to make it symmetric.
4.) Complete the figures such that the dotted line is the line of symmetry
ANSWER:
Exercise – 12.2
1.) Write any five man made things which have two lines of symmetry.
ANSWER:
There are various man made things which have two lines of symmetry.
Some of them are desktop, textbook, book, bed and cupboard.
2.) Write any five natural objects which have two or more than two lines of symmetry.
ANSWER:
There are various five natural objects which have two or more than two lines of symmetry.
Some of them are ball, classroom, flowers, fruits, watch and dice.
3.) Find the number of lines of symmetry for the following shapes.
ANSWER:
We have to find the number of lines of symmetry for given shape.
The given shape has 4 lines of symmetry.
ANSWER:
We have to find the number of lines of symmetry for given shape.
The given shape has 1 line of symmetry.
ANSWER:
We have to find the number of lines of symmetry for given shape.
The given shape has 2 lines of symmetry.
ANSWER:
We have to find the number of lines of symmetry for given shape.
The given shape has 0 line of symmetry.
ANSWER:
ANSWER:
We have to find the number of lines of symmetry for given shape.
The given shape has 4 lines of symmetry.
ANSWER:
We have to find the number of lines of symmetry for given shape.
The given shape has 2 lines of symmetry.
4.) Draw the possible number of lines of symmetry.
ANSWER:
We have to draw possible number of lines of symmetry.
Equilateral triangle has 3 possible number of lines of symmetry.
ANSWER:
We have to draw possible number of lines of symmetry.
Isosceles triangle has 1 possible number of lines of symmetry.
ANSWER:
We have to draw possible number of lines of symmetry.
Scalene triangle has 0 possible number of lines of symmetry.
ANSWER:
We have to draw possible number of lines of symmetry.
Rhombus has 2 possible number of lines of symmetry.
ANSWER:
We have to draw possible number of lines of symmetry.
Hexagon has 6 possible number of lines of symmetry.
ANSWER:
We have to draw possible number of lines of symmetry.
Circle has uncountable lines which passes through the centre of the circle
5.) From the above problem, complete the following table.
ANSWER:
Shape | Number of line symmetry |
Equilateral Triangle | 3 |
Isosceles Triangle | 1 |
Scalene Triangle | 0 |
Rhombus | 2 |
Hexagon | 6 |
Circle | uncountable |