Question
Leigh has a picnic blanket with an area of 5 square metres.
What is the area of her picnic blanket in square centimetres?
Worked Solution
1 m2=100 cm×100 cm=10 000 cm2
∴ 5 m2=50 000 cm2
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
Variant 0
DifficultyLevel
685
Question
Leigh has a picnic blanket with an area of 5 square metres.
What is the area of her picnic blanket in square centimetres?
Worked Solution
1 m2=100 cm×100 cm=10 000 cm2
∴ 5 m2=50 000 cm2
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | 25 cm2 |
| x | 50 cm2 |
| ✓ | 50000 cm2 |
| x | 250000 cm2 |