Statistics, NAP_70002
Question
180 people attended the opening of the new theme park. The chart below shows the number of people still in the park at different times.
What fraction of the people had gone home by 2 pm?
Worked Solution
Number of people who left park by 2 pm:
Fraction of people who had gone home by 2 pm:
|
| = 18030 |
| = {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
541
Question
180 people attended the opening of the new theme park. The chart below shows the number of people still in the park at different times.
What fraction of the people had gone home by 2 pm?
Worked Solution
Number of people who left park by 2 pm:
Fraction of people who had gone home by 2 pm:
|
| = 18030 |
| = 61 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers