Statistics and Probability, NAPX-J4-CA04 v1, NAPX-J3-CA08 v1
Question
Bethany works in the city on weekdays and has weekends off.
She catches a bus to work 4 days each week and walks one day.
If today is a weekday, what is the probability that Bethany catches a bus to work?
Worked Solution
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= total possible eventsfavourable events |
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= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
482
Question
Bethany works in the city on weekdays and has weekends off.
She catches a bus to work 4 days each week and walks one day.
If today is a weekday, what is the probability that Bethany catches a bus to work?
Worked Solution
|
|
| P |
= total possible eventsfavourable events |
|
= 54 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers