πͺ Chapter 5 β Does it Look the Same?
Subject: Mathematics
Main Concepts: Symmetry, Mirror Image, Rotation, Half Turn, One-Fourth Turn
π Introduction
In this chapter, we learn how to find whether a shape or picture looks exactly the same after folding, turning, or placing a mirror. This idea is called symmetry.
π¨ Making Patterns from a Drop of Colour
When a drop of colour is placed on folded paper and opened, it forms a beautiful pattern.
πͺ Mirror Halves (Line of Symmetry)
If a shape can be divided into two identical halves such that one half completely covers the other when folded, the shape has mirror halves.
β Line of Symmetry
The line along which a shape is folded to get two identical halves is called the line of symmetry.
π§© Symmetry in Shapes and Colours
Sometimes a shape may be symmetrical, but the colour pattern can make it look asymmetrical.
πΆ Mirror Games
When a mirror is placed on a dotted line:
- The part behind the mirror is hidden
- The mirror shows the reflected image
Draw a shape and place a mirror on different lines. Observe which line gives a complete shape.
π Rotation (Turning Shapes)
Rotation means turning a shape around a fixed point.
β Half Turn (1/2 Turn)
A half turn means rotating a shape by 180Β°.
π€ Letters & Numbers after Half Turn
| Looks Same | Does Not Look Same |
|---|---|
| H, I, N, O, S, X, Z | A, B, C, D, E |
| 0, 1, 8 | 2, 3, 4, 5, 6, 7, 9 |
π°οΈ One-Fourth Turn (1/4 Turn)
A one-fourth turn means rotating a shape by 90Β°.
πͺοΈ Windmill Activity
A windmill shows rotational symmetry.
β Looks same after 1/2 turn?
Discuss your observations.
β One-Sixth Turn (1/6 Turn)
If a shape is divided into 6 equal parts, each turn of 60Β° is called a one-sixth turn.
βοΈ Practice Questions
2) Name two letters that look the same after half turn.
3) Does a square look the same after a 1/4 turn?
4) Why do some shapes not look the same after turning?
β Quick Revision
β Mirror line shows reflection
β Half turn = 180Β°
β One-fourth turn = 90Β°
β Rotation can change or keep the shape same
π Chapter Complete
After studying this chapter, students can confidently identify symmetry, mirror images, and rotational patterns in shapes, letters, numbers, and real life objects.
π Complete Worksheet β Does it Look the Same?
Chapter: Does it Look the Same?
Main Topics: Symmetry, Mirror Image, Rotation, Turns π―
Section A β Multiple Choice Questions (MCQs)
Q1. When a shape is folded and both halves match exactly, it is called:
Q2. The line along which a shape is folded to get two identical halves is called:
Q3. A half turn means rotating a shape by:
Q4. Which letter looks the same after a half turn?
β Q2 β (b) Line of symmetry
β Q3 β (c) 180Β°
β Q4 β (b) N
Section B β Fill in the Blanks
2) A shape that does not have mirror halves is __________.
3) One-fourth turn is equal to __________ degrees.
4) A shape that looks the same after turning has __________ symmetry.
β asymmetrical
β 90
β rotational
Section C β Very Short Answer Questions
1) What is symmetry?
2) What is a mirror image?
3) Write one number that looks the same after half turn.
β The reflected image seen in a mirror.
β 0 / 8 / 1
Section D β Short Answer Questions
Q1. What is a line of symmetry?
Q2. Why do some shapes not look the same after folding?
Q3. What is a one-fourth turn?
β Because their halves are not identical.
β Turning a shape by 90 degrees.
Section E β Long Answer Questions
Q1. Explain mirror symmetry with an example.
Q2. How can you check whether a shape looks the same after a half turn?
β Trace the shape, rotate it by 180Β°, and see if it fits exactly.
Section F β HOTS / Thinking Questions β
Q1. Can a shape be symmetrical but not look the same because of colours? Explain.
Q2. Why does a windmill look the same after a turn?
β Because it has rotational symmetry.
π― Worksheet Complete
β Revise symmetry types
β Try mirror & rotation activities at home
β You are now **exam-ready** β