30051
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
Variant 0
DifficultyLevel
543
Question
Karen needs 3475 centimetres of ribbon for a science project.
Choose an equivalent length of ribbon for Karen to use.
Worked Solution
Convert cm to metres ⇒ Divide by 100
3475 cm=1003475=34.75=34 metres and 75 centimetres
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Karen needs 3475 centimetres of ribbon for a science project.
Choose an equivalent length of ribbon for Karen to use. |
workedSolution | Convert cm to metres $\Rightarrow$ Divide by 100
$\begin{aligned} 3475 \ \text{cm} &= \frac{3475}{100} \cr
&=34.75 \cr &=34\ \text{metres and } \ 75\ \text{centimetres}
\end{aligned}$ |
correctAnswer | 34 metres and 75 centimetres |
Answers
Is Correct? | Answer |
✓ | 34 metres and 75 centimetres |
x | 3 metres and 475 centimetres |
x | 34 centimetres and 75 millimetres |
x | 347 centimetres and 5 millimetres |
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
Variant 1
DifficultyLevel
544
Question
Morris bought a compact car that is 1515 millimetres long.
An equivalent car length is:
Worked Solution
1000 millimetres = 1 metre.
∴ 1515 mm = 1 metre and 515 millimetres
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Morris bought a compact car that is 1515 millimetres long.
An equivalent car length is:
|
workedSolution | 1000 millimetres = 1 metre.
$\therefore$ 1515 mm = {{{correctAnswer}}} |
correctAnswer | 1 metre and 515 millimetres |
Answers
Is Correct? | Answer |
x | 15 metres and 15 millimetres |
✓ | 1 metre and 515 millimetres |
x | 1 metre and 515 centimetres |
x | 1 metre and 15 centimetres |