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 |