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Thread: Probability (Binomial distribution (?))

  1. #1

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    Addicted Member kikelinus's Avatar
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    Probability (Binomial distribution (?))

    I've been stuck with this exercise for a while now and can't really find the right approach to solving it, here it is:

    The average number of phone calls per minute is 1.2, what would the probability of receiving say 2 phone calls in one minute?

    I've tried solving this using binomial distribution, but couldn't really find a suitable "n". I've also tried taking the average (1.2) as the expected value E(x) but ended up even worse ...which lead me to think I'm approaching it completely the way.

    Any help is appreciated.
    Thanks.

  2. #2
    Addicted Member Rassis's Avatar
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    Re: Probability (Binomial distribution (?))

    The phenomenon of waiting lines is suitably described by the Poisson distribution. The result is p(k = 2) = 0,2168.



    Rui
    Last edited by Rassis; Apr 4th, 2006 at 03:41 AM.
    ...este projecto dos Deuses que os homens teimam em arruinar...

  3. #3

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    Addicted Member kikelinus's Avatar
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    Re: Probability (Binomial distribution (?))

    thanks for the explanation, I did some research on the Poisson distribution, interesting, interesting lol...

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