Consider two independent Bernoulli processes X₁ [n] and X2 [n] both have success probability 0.50. They are merged into one Bernoulli process and then later split into Y₁ [n] and Y₂[n] with equal success probabilities. What is the probability that Y₁[n] = 0 given that Y₂[n] = 0? Specify your answer correct up to four decimal places.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
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Chapter4: Eigenvalues And Eigenvectors
Section4.6: Applications And The Perron-frobenius Theorem
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Consider two independent Bernoulli processes X₁ [n] and X₂ [n] both have success probability 0.50. They are merged
into one Bernoulli process and then later split into Y₁ [n] and Y₂[n] with equal success probabilities. What is the
probability that Y₁ [n] = 0 given that Y₂ [n] = 0? Specify your answer correct up to four decimal places.
Transcribed Image Text:Consider two independent Bernoulli processes X₁ [n] and X₂ [n] both have success probability 0.50. They are merged into one Bernoulli process and then later split into Y₁ [n] and Y₂[n] with equal success probabilities. What is the probability that Y₁ [n] = 0 given that Y₂ [n] = 0? Specify your answer correct up to four decimal places.
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