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Determine whether the two events are disjoint for a single trial. (Hint: Consider disjoint to be equivalent to separate or not overlapping.) Randomly selecting a
Determine whether the two events are disjoint for a single trial. (Hint: Consider "disjoint" to be equivalent to "separate" or "not overlapping.") Randomly selecting a statistics student and getting someone who brings a pencil to class. Randomly selecting a statistics student and getting someone who brings a calculator to class. Choose the correct answer below. O A. The events are not disjoint. They can occur at the same time. O B. The events are not disjoint. The first event is not the complement of the second. O C. The events are disjoint. The first event is the complement of the second. O D. The events are disjoint. They cannot occur at the same time
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