Let P, Q, R be events in a sample space S and suppose the following: Pr[P] = Pr[Q] = Pr[ R] = 0.30 Pr[ Pn R] = Pr[QnR] = 0.12 Pr[ Pn QnR] = 0.04 . P and Q are independent Find the probability that an outcome selected at random from S belongs to neither P, nor Q, nor R. ● ● ●

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 32E
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Let P, Q, R be events in a sample space S and suppose the following:
• Pr[P] = Pr[Q] = Pr[ R] = 0.30
• Pr[ POR] = Pr [QnR] = 0.12
• Pr[ PnQnR] = 0.04
• P and Q are independent
Find the probability that an outcome selected at random from S belongs to neither P, nor Q, nor R.
Enter the requested probability as a decimal rounded to two digits to the right of the decimal point. For example: 0.88
SC
◄ Previous
14
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$
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%
MacBook Pro
君
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Transcribed Image Text:Let P, Q, R be events in a sample space S and suppose the following: • Pr[P] = Pr[Q] = Pr[ R] = 0.30 • Pr[ POR] = Pr [QnR] = 0.12 • Pr[ PnQnR] = 0.04 • P and Q are independent Find the probability that an outcome selected at random from S belongs to neither P, nor Q, nor R. Enter the requested probability as a decimal rounded to two digits to the right of the decimal point. For example: 0.88 SC ◄ Previous 14 # $ ::: % MacBook Pro 君 1 g
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