1. How many stars make up the Matariki cluster?

2. A star shape has how many lines of symmetry?

3. What angle is formed at each point of a regular 5-pointed star?

4. Which geometric shapes can you identify in star patterns? (Tick all that apply)

5. Dot Grid Challenge: Use the space below to create a 7-pointed star pattern representing the 7 stars of Matariki. Connect dots to form your star.

6. Compass Construction: Follow these steps to create a perfect 6-pointed star:
• Draw a circle with radius 4cm
• Mark 6 equal points around the circle (60° apart)
• Connect alternate points to form two triangles

7. String Art Planning: Draw lines to show how you would create a star pattern using string and nails. Mark where the nails would go with dots (•).

8. Describe the symmetry you can see in your star patterns:

9. If you rotated your 6-pointed star, how many times would it look exactly the same in one full turn? Explain your thinking.

10. Design Challenge: Create your own star constellation pattern that represents your whānau (family). Draw it below and explain the meaning of your pattern.