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Symmetry in 2D Shapes
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Symmetry in 2D Shapes
📚 Part 1: Understanding Ōritetanga (Symmetry)
1. What does ōritetanga (symmetry) mean?
When one side of a shape mirrors the other exactly
When a shape has many angles
When a shape is very large
When a shape has curved lines
2. Which of these shapes typically has the MOST lines of symmetry?
Tapatoru (triangle)
Tapawhā rite (square)
Porowhita (circle)
Tapawhā roa (rectangle)
3. A raina ōritetanga (line of symmetry) can be:
Vertical (standing up)
Horizontal (lying down)
Diagonal (slanted)
Only vertical
4. How many lines of symmetry does a tapawhā rite (square) have?
2
4
6
8
✏️ Part 2: Identifying Symmetry
5. Look around your classroom. Name THREE symmetrical objects you can see:
Object 1: _________________________
Object 2: _________________________
Object 3: _________________________
6. Explain why one of your objects from question 5 is symmetrical. Use the phrase "He ōrite tēnei nā te mea..." (This is symmetrical because...):
7. Draw a simple shape in the box below and mark ALL the lines of symmetry with dotted lines:
8. Complete this sentence: "Kei konei he āhua ōrite nā te mea..." means:
🎨 Part 3: Creating Symmetry
9. Design your own kōwhaiwhai-inspired symmetrical pattern in the space below. Mark the line(s) of symmetry:
10. Describe your pattern using mathematical vocabulary. Include these words: ōritetanga, raina, whakarite (reflect):
Success Criteria - I can:
Define symmetry in te reo Māori and English
Find lines of symmetry in common 2D shapes
Identify symmetrical objects in my environment
Explain why a shape is symmetrical using mathematical vocabulary
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