Revision as of 23:35, 7 May 2023 by Admin (Created page with "This year, a medical insurance policyholder has probability 0.70 of having no emergency room visits, 0.85 of having no hospital stays, and 0.61 of having neither emergency roo...")
ABy Admin
May 08'23
Exercise
This year, a medical insurance policyholder has probability 0.70 of having no emergency room visits, 0.85 of having no hospital stays, and 0.61 of having neither emergency room visits nor hospital stays
Calculate the probability that the policyholder has at least one emergency room visit and at least one hospital stay this year.
- 0.045
- 0.060
- 0.390
- 0.667
- 0.840
ABy Admin
May 08'23
Solution: B
P(at least one emergency room visit or at least one hospital stay) = 1 – 0.61 = 0.39 = P(at least one emergency room visit) + P(at least one hospital stay) – P(at least one emergency room visit and at least one hospital stay).
P(at least one emergency room visit and at least one hospital stay) = 1 – 0.70 + 1 – 0.85 – 0.39 = 0.060.