Number, NAPX9-TLC-38 v3
Question
A study finds that hamsters sleep for an average of 18 hours a day.
What fraction of the day, on average, is a hamster awake?
Worked Solution
Hours awake = 24 − 18 = 6
|
= 246 |
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
492
Question
A study finds that hamsters sleep for an average of 18 hours a day.
What fraction of the day, on average, is a hamster awake?
Worked Solution
Hours awake = 24 − 18 = 6
|
= 246 |
= 41 |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer | |
Answers