In Exercises 55 − 58 , use the following information: After examining their client’s records. Crashorama Auto Insurance calculated the probabilities in Figure 3.16 . Miles/year < 10 , 000 10 , 000 ≤ Miles/Year< 20 , 000 20 , 000 ≤Miles/Year Accident 0.05 0.10 0.3 No accident 0.20 0.15 0.2 Figure 3 . 1 6 Crashorama’s Accident Incidence. a. Find the probability that a client drives 20 , 000 miles/year or more and has no accident. b. Find the probability that a client drives 20 , 000 miles/year or more or has an accident. HINT : Use the Union/Intersection Rule. c. Find the probability that the client does not drive 20 , 000 miles/year or more and does not have an accident.
In Exercises 55 − 58 , use the following information: After examining their client’s records. Crashorama Auto Insurance calculated the probabilities in Figure 3.16 . Miles/year < 10 , 000 10 , 000 ≤ Miles/Year< 20 , 000 20 , 000 ≤Miles/Year Accident 0.05 0.10 0.3 No accident 0.20 0.15 0.2 Figure 3 . 1 6 Crashorama’s Accident Incidence. a. Find the probability that a client drives 20 , 000 miles/year or more and has no accident. b. Find the probability that a client drives 20 , 000 miles/year or more or has an accident. HINT : Use the Union/Intersection Rule. c. Find the probability that the client does not drive 20 , 000 miles/year or more and does not have an accident.
Solution Summary: The author explains the formula for finding the probability of a client driving 20,000 and having an accident.
In Exercises
55
−
58
, use the following information: After examining their client’s records. Crashorama Auto Insurance calculated the probabilities in Figure
3.16
.
Miles/year <
10
,
000
10
,
000
≤ Miles/Year<
20
,
000
20
,
000
≤Miles/Year
Accident
0.05
0.10
0.3
No accident
0.20
0.15
0.2
Figure
3
.
1
6
Crashorama’s Accident Incidence.
a. Find the probability that a client drives
20
,
000
miles/year or more and has no accident.
b. Find the probability that a client drives
20
,
000
miles/year or more or has an accident. HINT: Use the Union/Intersection Rule.
c. Find the probability that the client does not drive
20
,
000
miles/year or more and does not have an accident.
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