Consider two independent Bernoulli processes X1 n] and X2n] 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.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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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[] 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.
Answer:
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[] 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. Answer:
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