3. A student is practicing archery with a target made of three concentric zones: A circular bull's eye in the middle, an inner ring, and an outer ring. He has a 0.12 probability of hitting the bull's eye, a 0.37 probability of hitting the inner ring and a 0.43 probability of hitting the outer ring. On any given shot, what is the probability that the student: a) Misses the target entirely. (2 b) Hits the target but does not get a bull's eye. c) Hits the inner ring or the bull's eye.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 32E
Question

Please answer the following Data Managment question. Please make sure the answers are correct and please write the full answer on paper. I will make sure to thumbs up multiple times on different acounts thanks a ton again.

3. A student is practicing archery with a target made of three concentric zones: A circular bull's eye in the
middle, an inner ring, and an outer ring. He has a 0.12 probability of hitting the bull's eye, a 0.37 probability
of hitting the inner ring and a 0.43 probability of hitting the outer ring. On any given shot, what is the
probability that the student:
a) Misses the target entirely. (2
b) Hits the target but does not get a bull's eye.
c) Hits the inner ring or the bull's eye.
Transcribed Image Text:3. A student is practicing archery with a target made of three concentric zones: A circular bull's eye in the middle, an inner ring, and an outer ring. He has a 0.12 probability of hitting the bull's eye, a 0.37 probability of hitting the inner ring and a 0.43 probability of hitting the outer ring. On any given shot, what is the probability that the student: a) Misses the target entirely. (2 b) Hits the target but does not get a bull's eye. c) Hits the inner ring or the bull's eye.
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