AC9M8M03Year 8MeasurementPractised on site

AC9M8M03 — Year 8 Measurement

Official Curriculum Content Description:

solve problems involving the circumference and area of a circle using formulas and appropriate units

Worked Examples (1)

Example 1Circumference & Area of Circles
A circle has a radius of 11 mm11\text{ mm}. Calculate its area. Give your answer to 1 decimal place.
Common mistake: Using the circumference formula 2πr2\pi r instead of area (69.1 mm269.1\text{ mm}^2).
Correct Answer:380.1 mm2380.1\text{ mm}^2
Accepted: A unit is optional (mm^2, mm², sq mm all accepted).
Worked Solution:
1. Formula: A=πr2A = \pi r^2. 2. Substitute r=11r = 11: A=π×112≈380.1 mm2A = \pi \times 11^2 \approx 380.1\text{ mm}^2.

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