Question
A poster has an area of 5250 square centimetres.
What is the area of the poster in square millimetres?
Worked Solution
Solution 1:
One example of the dimensions of a 5250 cm2
rectangle = 525 cm × 10 cm
Converting to millimetres:
5250 mm × 100 mm = 525 000 square millimetres
Solution 2:
Scale factor of converting cm to mm = 10
Scale factor of converting cm2 to mm2 = 10 × 10 = 100
∴ 5250 cm2 × 100 = 525 000 mm2
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
Variant 0
DifficultyLevel
685
Question
A poster has an area of 5250 square centimetres.
What is the area of the poster in square millimetres?
Worked Solution
Solution 1:
One example of the dimensions of a 5250 cm2
rectangle = 525 cm × 10 cm
Converting to millimetres:
5250 mm × 100 mm = 525 000 square millimetres
Solution 2:
Scale factor of converting cm to mm = 10
Scale factor of converting cm2 to mm2 = 10 × 10 = 100
∴ 5250 cm2 × 100 = 525 000 mm2
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | 525 000 square millimetres |
Answers
| Is Correct? | Answer |
| x | |
| x | |
| x | 52 500 square millimetres |
| ✓ | 525 000 square millimetres |