Question
Luke had 6 cups of sugar.
He used 21 cup of sugar for one recipe and 241 cups of sugar for another recipe.
How many cups of sugar did Luke have left?
Worked Solution
Cups used = 21+241=243
∴ Cups left = 6−243= {{{correctAnswer}}}
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
Variant 0
DifficultyLevel
540
Question
Luke had 6 cups of sugar.
He used 21 cup of sugar for one recipe and 241 cups of sugar for another recipe.
How many cups of sugar did Luke have left?
Worked Solution
Cups used = 21+241=243
∴ Cups left = 6−243= 341
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer | |
Answers