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9) Assume that the number of hurricanes during a given year follows a Negative Binomial distribution where r-4 and p-31%. Investor A and Investor B have entered an agreement where Investor A will pay Investor B $1,000,000 in the event that a hurricane does not occur. Given the probability density function for a Negative Binomial is P(X = n) = (n+r-1 calculate the expected payment that Investor A will make to Investor B under this agreement. B) $17826℃)$20, 224 D)$31,000 E) $148,176 The circled answer is wrong, show steps to arrive at a correct answer please.
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