(a) What is the probability that either Dick or Sally or both will hit the bull's-eye if each takes one shot? (b) What is the probability that Dick and Sally will both hit the bull's-eye? (c) Did you make any assumptions in answering the preceding questions? If you answered yes, do you think that you are justified in making the assumption(s)?

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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2-26 The Northside Rifle team has two markspersons,
Dick and Sally. Dick hits a bull's-eye 90% of the
time, and Sally hits a bull's-eye 95% of the time.
(a) What is the probability that either Dick or Sally or
both will hit the bull's-eye if each takes one shot?
(b) What is the probability that Dick and Sally will
both hit the bull's-eye?
(c) Did you make any assumptions in answering
the preceding questions? If you answered yes,
do you think that you are justified in making the
assumption(s)?
Transcribed Image Text:2-26 The Northside Rifle team has two markspersons, Dick and Sally. Dick hits a bull's-eye 90% of the time, and Sally hits a bull's-eye 95% of the time. (a) What is the probability that either Dick or Sally or both will hit the bull's-eye if each takes one shot? (b) What is the probability that Dick and Sally will both hit the bull's-eye? (c) Did you make any assumptions in answering the preceding questions? If you answered yes, do you think that you are justified in making the assumption(s)?
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