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
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|
Cups used |
= 2 21+43 |
|
= 3 41 |
|
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∴ 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