Consider a Bernoulli process, with arrival probability at each time

  1. Consider a Bernoulli process, with arrival probability at each time slot equal to p=1/3.An observer arrives at time slot 10 and
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  2. Consider a Bernoulli process, with arrival probability at each time slot equal to p=1/3.An observer arrives at time slot 10 and
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  3. Consider a Bernoulli process, with arrival probability at each time slot equal to p=1/3.An observer arrives at time slot 10 and
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  4. Consider a Bernoulli process, with arrival probability at each time slot equal to p=1/3.An observer arrives at time slot 10 and
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  5. Consider a Bernoulli process, with arrival probability at each time slot equal to p=1/3.An observer arrives at time slot 10 and
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  6. We start with two independent Bernoulli processes, Xn and Yn, with parameters p and q, respectively. We form a new process Zn by
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  7. Consider our checkout counter example. Assume that there are two types of customers who arrive according to independent
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  8. Let X_{1}, X_{2} be a Bernoulli process. We will define some new sequences of random variables and inquire whether they form a
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  9. Let X1,X2,… be a Bernoulli process. We will define some new sequences of random variables and inquire whether they form a
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  10. Consider a Poisson arrival process with rate λ per hour. To simplify notation, we let a=P(0,1), b=P(1,1), and c=P(2,1), where
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