John was a star football player at his university, which he would not have been admitted to were it not for his athletic ability.Quantity AThe probability that John now leads a weekly literature review clubQuantity BThe probability that John now leads a weekly literature review club and works as a football coach
Question
John was a star football player at his university, which he would not have been admitted to were it not for his athletic ability.Quantity AThe probability that John now leads a weekly literature review clubQuantity BThe probability that John now leads a weekly literature review club and works as a football coach
Solution
The question is asking to compare the probability of two scenarios involving John.
- Quantity A: The probability that John now leads a weekly literature review club.
- Quantity B: The probability that John now leads a weekly literature review club and works as a football coach.
To answer this question, we need to consider the principle of probability. The probability of two independent events happening at the same time is always less than or equal to the probability of either event happening alone.
This is because for two events to happen together (in this case, John leading a literature review club and working as a football coach), both events must occur. However, for either event to happen alone (in this case, John leading a literature review club), only one event needs to occur.
Therefore, without any additional information, we can say that Quantity A is greater than Quantity B. The probability that John now leads a weekly literature review club is greater than the probability that John now leads a weekly literature review club and works as a football coach.
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