Question
Misty has 5 cups of pumpkin seeds.
She uses 221 cups of pumpkin seeds for one recipe and gives 43 cup to a friend.
How many cups of pumpkin seeds does Misty have left?
Worked Solution
|
|
| Cups used |
= 2 21+43 |
|
= 3 41 |
|
|
| ∴ Cups left |
= 5 − 341 |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
542
Question
Misty has 5 cups of pumpkin seeds.
She uses 221 cups of pumpkin seeds for one recipe and gives 43 cup to a friend.
How many cups of pumpkin seeds does Misty have left?
Worked Solution
|
|
| Cups used |
= 2 21+43 |
|
= 3 41 |
|
|
| ∴ Cups left |
= 5 − 341 |
|
= 143 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers