NCERT Solutions Class 7 Maths Chapter 14 Exercise 14.2 Symmetry
Elaborating further on the topic of symmetry, the NCERT solutions for Class 7 maths Chapter 14 exercise 14.2 Symmetry explains how the shape and size of an object do not change when it is rotated, and the rotation of an object happens around a fixed point. The center of rotation is this fixed point. The angle of rotation is the angle of turning during rotation. A full turn entails a complete 360-degree revolution, while a half-turn is a 180-degree revolution, and a quarter-turn is a 90-degree rotation. For example, a windmill would not look symmetrical, but when rotated by 90-degrees, it would look the same hence it is said to have rotational symmetry. The NCERT solutions Class 7 maths Chapter 14 exercise 14.2 has 2 questions based on the above concept.
All the objects have rotational symmetry of order 1 because they possess the same position when rotated by 360 degrees. The Class 7 maths NCERT solutions Chapter 14 exercise 14.2 Symmetry can be downloaded from the link herewith :
☛ Download NCERT Solutions Class 7 Maths Chapter 14 Exercise 14.2
Exercise 14.2 Class 7 Chapter 14
More Exercises in Class 7 Maths Chapter 14
NCERT Solutions Class 7 Maths Chapter 14 Exercise 14.2 Tips
The NCERT solutions Class 7 maths Chapter 14 exercise 14.2 Symmetry has the problem questions that ask the students to figure out which of the given figures possess a rotational symmetry of order more than 1. In contrast, some questions require finding out the order of rotational symmetry.
The concept of symmetry holds a very important place in geometry, hence making it an essential aspect to learn. And, the NCERT solutions Class 7 maths Chapter 14 exercise 14.2 makes it smoother by outlining the important details to the students in the solved examples as well as through the exercise problems.
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NCERT Solutions for Class 7 Maths Video Chapter 14 Exercise 14.2
|NCERT Class 7 maths Videos Chapter 14 Exercise 14.2|
|Chapter 14 Exercise 14.2 Question 1||Chapter 14 Exercise 14.2 Question 2|