NCERT Solutions for Class 7 Maths Chapter 12 Symmetry

Here are a few reasons why you might find this chapter 12 of class 7 Maths interesting. Symmetry is all around us in nature, art, and architecture. Recognizing and understanding symmetry can make you appreciate the beauty and balance in various designs and patterns. The concept of symmetry has practical applications in various fields, from design and aesthetics to science and technology. Learning about symmetry can help you understand the principles behind these applications.

The chapter might include activities where you can physically explore symmetry by folding paper or creating symmetrical designs. These hands-on activities can be engaging and fun. 7th Maths solutions NCERT (https://ncert.nic.in/) Exercise 12.1, Exercise 12.2 and Exercise 12.3 in English Medium or Prashnavali 12.1, Prashnavali 12.2 and Prashnavali 12.3 in Hindi Medium to study online or download in PDF file Format. Symmetry can involve solving puzzles and challenges related to mirror images and reflections. If you enjoy problem-solving, this aspect of the chapter might intrigue you. All the solutions are updated for new academic session following the latest CBSE NCERT Books 2024-25. Symmetry is closely related to geometry. If you enjoy geometry and visualizing shapes and patterns, you might find the chapter interesting.

Understanding symmetry requires thinking critically about patterns and mirror images. This cognitive stimulation can be intellectually rewarding. Class 7 Maths Chapter 12 Symmetry all exercises solutions are given below in updated format. If you’re interested in art, learning about symmetry can enhance your understanding of artistic concepts and inspire your creative projects. Download NCERT Solutions for 2024-25 and Offline apps for the new session. Symmetry has played a role in various historical and cultural contexts, from ancient architecture to modern design. Exploring these aspects can add depth to your learning.

In 7 Maths Chapter 12 Symmetry, we will study about Line of symmetry for regular polygons like equilateral triangle, square, regular pentagon, hexagon, etc., calculating the number of lines of symmetry for the different figures like an equilateral triangle, an isosceles triangle, a scalene triangle, a square, a rectangle, a rhombus, a parallelogram, a regular hexagon, a circle, etc. Here, we also study about rotational symmetry like fan and other rotating objects. Consider the following terms regarding rotational symmetry:
1. Angle of Rotation: The angle of turning during rotation is called the angle of rotation. A full turn means a rotation of 360°, the degree measure of the angle of rotation for a half-turn is 180° and for a a quarter-turn is 90°.
2. Centre of Rotation: When an object rotates, its shape and size do not change. The rotation turns an object about a fixed point. This fixed point is the centre of rotation.
Some shapes have only one line of symmetry, like the letter E, some have only rotational symmetry, like the letter S and some have both symmetries like the letter H.

Studying symmetry encourages you to observe your surroundings more closely and notice patterns you might not have paid attention to before. We are here to help you. If you are facing any difficulty to get the NCERT Solutions 2024-25, please inform us, we will try to solve it as soon as possible. Symmetry is a fundamental concept that forms the basis for more advanced topics in mathematics, art, physics, and other fields. Join discussion forum to ask your doubts related to NCERT Books or other educational problems.

It’s important to approach the chapter with an open mind and a willingness to explore the concepts. If you find symmetry interesting, you might enjoy learning about its properties, types, and applications. Even if the chapter isn’t your favorite, understanding symmetry can provide you with valuable skills and insights applicable in various areas of life.