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Answer :
Final answer:
In the context of one week, the likelihood (or probability) of not randomly selecting Monday is 6 out of 7 days, or approximately 85.7%.
Explanation:
The question requires us to calculate the probability of not selecting Monday when picking a day of the week at random. There are seven days in a week, hence to calculate the probability of an event not happening, we subtract the probability of it happening from 1.
The probability of picking Monday (P(Monday)) is 1 out of 7 (1/7), because there is only one Monday in a week. Now, the probability of not picking Monday (P(Not Monday)) = 1 - P(Monday) = 1 - 1/7.
This simplifies to 6/7 or about 0.857, meaning the probability of not picking Monday is approximately 85.7%.
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