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Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

A. Circle the Symmetrical Numbers:

0 1 2 3 4 5 6 7 8 9

Ans: Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

B. Match the following:

Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

Ans:Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

C: Complete the Half

Observe the half-image below. Complete the other half to make it symmetrical.

a)Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

Ans: Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

b) Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

Ans: Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

c) Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

Ans: Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

d) Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

Ans: Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

The document Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry is a part of the Class 4 Course Worksheets with solutions for Class 4.
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FAQs on Class 4 Maths Worksheet Solutions Chapter 11 Fun with Symmetry

1. What are symmetrical numbers?
Ans. Symmetrical numbers are numbers that remain the same when their digits are reversed. For example, 121 and 1331 are symmetrical numbers as they read the same forwards and backwards.
2. How can I identify symmetrical numbers in a list?
Ans. To identify symmetrical numbers, examine each number and check if it looks the same when read in reverse. You can write down the number backwards and see if it matches the original.
3. Why is symmetry important in mathematics?
Ans. Symmetry is important in mathematics because it helps in understanding patterns, shapes, and structures. It is also a fundamental concept in geometry and can simplify problem-solving.
4. Can you provide examples of symmetrical shapes?
Ans. Yes, some examples of symmetrical shapes include squares, circles, and equilateral triangles. These shapes can be divided into equal halves that mirror each other.
5. How do symmetrical numbers relate to real-life applications?
Ans. Symmetrical numbers can be found in various real-life applications, such as in architecture, design, and nature. They help create aesthetically pleasing patterns and structures.
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