Practical Measurement Applications

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📐 Part 1: Real-World Measurement Problems

1. You are designing a rectangular māra (garden bed). The length is 8 metres and the width is 5 metres. What is the tapawhā (perimeter) needed for fencing?

Answer: _________ metres

2. A package box has dimensions: length 30cm, width 20cm, height 15cm. Calculate the raukaha (volume).

Answer: _________ cm³

3. Choose the most appropriate measuring tool for each task:

Measuring the kokonga (angle) of a roof:

Measuring tape

Protractor

Ruler

Finding the tawhiti (distance) across a sports field:

30cm ruler

Measuring tape

Kitchen scales

4. A triangular sail has a base of 4 metres and height of 3 metres. What is the ātea (area)?

Formula: Area of triangle = ½ × base × height

Answer: _________ m²

🏗️ Part 2: Project Planning

5. You are creating a model whare (house). List three different measurements you would need to take and the tools you would use:

6. A walking path turns through these angles: 45°, 90°, 135°. What is the total turn?

Total angle: _________°

7. Estimate first, then explain how you would accurately measure the rāhi (size) of your classroom floor:

My estimate: _________ m²

🎯 Part 3: Success Criteria Self-Check

8. Check off what you can do confidently:

I can select appropriate measurement tools for different tasks

I can explain my measurement process using te reo Māori terms

I can calculate perimeter, area, and volume accurately

I can work collaboratively on measurement projects

9. Extension Challenge: Convert 2.5 m² to cm². Show your working:

Answer: _________ cm²

10. Reflection: Describe one real-life situation where accurate measurement is important for tika (correctness) and manaakitanga (care for others):

Practical Measurement Applications

Practical Measurement Applications

📐 Part 1: Real-World Measurement Problems

🏗️ Part 2: Project Planning

🎯 Part 3: Success Criteria Self-Check

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