Two students, Alice and Betty, are registered for a statistics class. Alice attends 80% of the time,

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Two students, Alice and Betty, are registered for a statistics class. Alice attends 80% of the time, Betty 60% of the time, and their absences are independent. On a given day, what is the probability that

(a) At least one of these students is in class and

(b) Exactly one of them is there?

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