Statistics, NAP_70001
Question
120 pies are being sold at the market fair. The chart below shows the number of pies that are left at the end of each day.
What fraction of the total number of pies sold from Monday to Thursday?
Worked Solution
Number of sold pies from Monday to Thursday:
Fraction of sold pies from Monday to Thursday:
|
| = 12050 |
| = {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
539
Question
120 pies are being sold at the market fair. The chart below shows the number of pies that are left at the end of each day.
What fraction of the total number of pies sold from Monday to Thursday?
Worked Solution
Number of sold pies from Monday to Thursday:
Fraction of sold pies from Monday to Thursday:
|
| = 12050 |
| = 125 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers