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One out of every nine calls to your house is a telemarketer. Assume that the likelihood of telemarketers is independent from call to call. Let
One out of every nine calls to your house is a telemarketer. Assume that the likelihood of telemarketers is independent from call to call. Let X denote the number of callers until (and including) the next call by a telemarketer. If n is a non-negative integer, what is P (X > n)?
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