Assume that each of your calls to a popular radio station only has a probability of 0.05 of connecting. That is, of not obtaining a busy signal. Assume that your calls are independent. What is the probability that you'll be able to talk to the DJ on your 5th call? What is the probability that it requires at least five calls for you to connect? Let X be a geometric random variable. O a. 0.0407, 0.8145 O b.0.2262, 0.7738 O c. NONE O d. 0.0407, 0.7738

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