Physicians answer 60% of the calls from the patient immediately. Of the 40% calls that are not answered immediately, 75% or the caller receives a follow-up call the same day, and 25% receive a follow up call the next day. Of those patients whose calls are answered immediately, 80% have schedule-related issues. Of those patients who were followed up the same day, 60% have schedule-related issues. Of those patients who were followed up the next day, 40% have schedule-related issues. Given that a patient has schedule-related issues, what is the probability that the the call is answered immediately?
Physicians answer 60% of the calls from the patient immediately. Of the 40% calls that are not answered immediately, 75% or the caller receives a follow-up call the same day, and 25% receive a follow up call the next day.
Of those patients whose calls are answered immediately, 80% have schedule-related issues. Of those patients who were followed up the same day, 60% have schedule-related issues. Of those patients who were followed up the next day, 40% have schedule-related issues. Given that a patient has schedule-related issues, what is the
the call is answered immediately?
Introduction:
Bayes’ theorem:
Consider events A1, A2, …, Ak, and B (non-null). Now, the probability of occurrence of the event Ai (i = 1, 2, …, k) given that the event B has already occurred, is defined as follows:
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