Air Bag Safety According to a 2000 study conducted by the Harvard School of Public Health, a child seated in the front seat who was wearing a seatbelt was 31% more likely to be killed in an accident if the car had an air bag that deployed than if it did not. 62 Let the sample space S be the set of all accidents involving a child seated in the front seat wearing a seatbelt. Let K be the event that the child was killed, and let D be the event that the air bag deployed. Fill in the missing terms and quantities: P ( _ _ | _ _ ) = _ _ × P ( _ _ | _ _ ) . [ HinT: When we say, “A is 31% more likely than B,” we mean that the probability of A is 1.31 times the probability of B.]
Air Bag Safety According to a 2000 study conducted by the Harvard School of Public Health, a child seated in the front seat who was wearing a seatbelt was 31% more likely to be killed in an accident if the car had an air bag that deployed than if it did not. 62 Let the sample space S be the set of all accidents involving a child seated in the front seat wearing a seatbelt. Let K be the event that the child was killed, and let D be the event that the air bag deployed. Fill in the missing terms and quantities: P ( _ _ | _ _ ) = _ _ × P ( _ _ | _ _ ) . [ HinT: When we say, “A is 31% more likely than B,” we mean that the probability of A is 1.31 times the probability of B.]
Solution Summary: The author explains that a child seared in the front seat was 31% more likely to be killed in an accident if the airbag deployed than it did not.
Air Bag Safety According to a 2000 study conducted by the Harvard School of Public Health, a child seated in the front seat who was wearing a seatbelt was 31% more likely to be killed in an accident if the car had an air bag that deployed than if it did not.62 Let the sample spaceS be the set of all accidents involving a child seated in the front seat wearing a seatbelt. Let K be the event that the child was killed, and let D be the event that the air bag deployed. Fill in the missing terms and quantities:
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. [HinT: When we say, “A is 31% more likely than B,” we mean that the probability of A is 1.31 times the probability of B.]
Definition Definition For any random event or experiment, the set that is formed with all the possible outcomes is called a sample space. When any random event takes place that has multiple outcomes, the possible outcomes are grouped together in a set. The sample space can be anything, from a set of vectors to real numbers.
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