events and F(A), 1 (D), and Patients arriving at a hospital outpatient clinic can select one of three stations for service. Suppose that physicians are assigned randomly to the stations and that the patients therefore have no station preference. Three patients arrive at the clinic and their selection of stations is observed. a List the sample points for the experiment. points in A. b Let A be the event that each station receives a patient. List the sample Make a reasonable assignment of probabilities to the sample points and find P(A). C

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Dist the points th Jump
pador
b Identify the simple events in each of the following events:
A: At least two had incomes exceeding $43,318.
Exactly two had incomes exceeding $43,318.
Exactly one had income less than or equal to $43,318.
C Make use of the given interpretation for the median to assign probabilities to the simple
events and find P(A), P (B), and P(C).
a
B:
C:
Patients arriving at a hospital outpatient clinic can select one of three stations for service.
Suppose that physicians are assigned randomly to the stations and that the patients therefore
have no station preference. Three patients arrive at the clinic and their selection of stations is
observed.
b
c
List the sample points for the experiment.
Let A be the event that each station receives a patient. List the sample points in A.
Make a reasonable assignment of probabilities to the sample points and find P(A).
5 Tools for Counting Sample Points
This section presents some useful results from the theory of combinatorial analysis
and illustrates their application to the sample-point method for finding the probability
of an event. In many cases, these results enable you to count the total number of
mple points in the sample space S and in an event of interest, thereby providing
nle events. When the number of simple events
Transcribed Image Text:Dist the points th Jump pador b Identify the simple events in each of the following events: A: At least two had incomes exceeding $43,318. Exactly two had incomes exceeding $43,318. Exactly one had income less than or equal to $43,318. C Make use of the given interpretation for the median to assign probabilities to the simple events and find P(A), P (B), and P(C). a B: C: Patients arriving at a hospital outpatient clinic can select one of three stations for service. Suppose that physicians are assigned randomly to the stations and that the patients therefore have no station preference. Three patients arrive at the clinic and their selection of stations is observed. b c List the sample points for the experiment. Let A be the event that each station receives a patient. List the sample points in A. Make a reasonable assignment of probabilities to the sample points and find P(A). 5 Tools for Counting Sample Points This section presents some useful results from the theory of combinatorial analysis and illustrates their application to the sample-point method for finding the probability of an event. In many cases, these results enable you to count the total number of mple points in the sample space S and in an event of interest, thereby providing nle events. When the number of simple events
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