After examining their clients' records, Crashorama Auto Insurance calculated the probabilities in the table below. Accident No accident Yes Miles/Year < 10,000 Ο No 0.06 0.19 10,000 ≤ Miles/Year < 20,000 0.10 0.16 20,000 ≤ Miles/Year 0.30 (a) Find the probability that the client drives less than 10,000 miles/year and has an accident. 0.06 0.19 (b) Let event A be that the client drives less than 10,000 miles/year. Use the table above to find the probability of event A. 0.25 Let event B be that the client has an accident. Use the table above to find the probability of event B. 0.46 Are events A and B mutually exclusive? Find the probability that the client drives less than 10,000 miles/year or has an accident. (c) Find the probability that the client does not drive less than 10,000 miles/year and does not have an accident.
After examining their clients' records, Crashorama Auto Insurance calculated the probabilities in the table below. Accident No accident Yes Miles/Year < 10,000 Ο No 0.06 0.19 10,000 ≤ Miles/Year < 20,000 0.10 0.16 20,000 ≤ Miles/Year 0.30 (a) Find the probability that the client drives less than 10,000 miles/year and has an accident. 0.06 0.19 (b) Let event A be that the client drives less than 10,000 miles/year. Use the table above to find the probability of event A. 0.25 Let event B be that the client has an accident. Use the table above to find the probability of event B. 0.46 Are events A and B mutually exclusive? Find the probability that the client drives less than 10,000 miles/year or has an accident. (c) Find the probability that the client does not drive less than 10,000 miles/year and does not have an accident.
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Please help! I cannot figure out the last part of b) nor c). I am confused.

Transcribed Image Text:After examining their clients' records, Crashorama Auto Insurance calculated the probabilities in the table below.
Accident
No accident
Miles/Year
< 10,000
0.06
Yes
No
0.19
10,000 ≤
Miles/Year
< 20,000
0.10
0.16
Are events A and B mutually exclusive?
20,000 ≤
Miles/Year
0.30
(a) Find the probability that the client drives less than 10,000 miles/year and has an accident.
0.06
0.19
(b) Let event A be that the client drives less than 10,000 miles/year. Use the table above to find the probability of event A.
0.25
Let event B be that the client has an accident. Use the table above to find the probability of event B.
0.46
Find the probability that the client drives less than 10,000 miles/year or has an accident.
(c) Find the probability that the client does not drive less than 10,000 miles/year and does not have an accident.
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