Number, NAPX-L4-CA17
Question
Curtis makes 14 pecan pies for his restaurant's dessert menu.
Each pie uses 41 kg of pecans.
After he makes each pecan pie, he counts the total weight in pecans he has used.
What is the last number he will count?
Worked Solution
|
|
| 414 |
= 342 |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
599
Question
Curtis makes 14 pecan pies for his restaurant's dessert menu.
Each pie uses 41 kg of pecans.
After he makes each pecan pie, he counts the total weight in pecans he has used.
What is the last number he will count?
Worked Solution
|
|
| 414 |
= 342 |
|
= 321 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers