Question
Cinder grows large pumpkins in her garden.
One pumpkin she picks weighs 2.4 kg.
Cinder cuts 400 grams off the pumpkin to cook with.
What fraction has she used for cooking?
Worked Solution
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| Fraction |
= 2400400 |
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= {{correctAnswer}} |
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
Variant 0
DifficultyLevel
526
Question
Cinder grows large pumpkins in her garden.
One pumpkin she picks weighs 2.4 kg.
Cinder cuts 400 grams off the pumpkin to cook with.
What fraction has she used for cooking?
Worked Solution
|
|
| Fraction |
= 2400400 |
|
= 61 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers