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Koroneihana Mathematical Timeline Project
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Koroneihana Mathematical Timeline Project
👑 Part 1: Understanding Koroneihana
1. What does Koroneihana celebrate?
The coronation of the Māori King or Queen
New Zealand's independence
The signing of the Treaty of Waitangi
Māori New Year
2. In which year was the first Māori King crowned?
3. Why is it important to study historical events using mathematics?
📊 Part 2: Data Collection for Your Timeline
4. List 5 important dates related to Koroneihana or the Kīngitanga movement. Include the year and what happened:
5. Calculate the time spans between these events:
a) From the first Māori King's coronation (1858) to today's date: _______ years
b) From King Tāwhiao's reign (1860-1894) to King Tuheitia's coronation (2006): _______ years
6. What types of data might be useful for your timeline? Check all that apply:
Years of coronations
Length of each monarch's reign
Population statistics
Important political events
Cultural celebrations
📏 Part 3: Creating Your Visual Timeline
7. Design your timeline scale. If your timeline is 30cm long and covers 165 years (1858-2023), how many years does each centimetre represent?
Answer: Each centimetre = _______ years
8. Draw a rough sketch of your timeline layout below. Include at least 5 key events:
9. What mathematical concepts will you use in creating your timeline? Check all that apply:
Scale and proportion
Measurement
Addition and subtraction
Fractions and decimals
Data organisation
🔍 Part 4: Analysing Mathematical Patterns
10. Match the mathematical concept with its use in your timeline project:
1. Mean (average)
2. Range
3. Chronological order
4. Intervals
A. Time between events
B. Arranging events from earliest to latest
C. Difference between longest and shortest reign
D. Average length of monarchs' reigns
11. Calculate the average length of reign for the Māori monarchs. Use the data you've collected:
Average reign length: _______ years
12. What patterns do you notice in the historical data?
🎤 Part 5: Presenting Your Timeline
13. List three key mathematical findings you will share when presenting your timeline:
14. How will you make your timeline visually appealing and mathematically accurate?
Use consistent spacing
Include accurate calculations
Add cultural symbols and colours
Show clear labels and dates
Include a scale reference
15. Write a brief summary explaining how mathematics helped you understand Koroneihana history better:
16. Reflection: What was the most interesting mathematical discovery you made during this project?
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