A survey found that 68% of callers complain about the service they receive from a call center. State the assumptions and determine the probability of each event described below. (a) The next three consecutive callers complain about the service. (b) The next two callers complain, but not the third. (c) Two out of the next three calls produce a complaint. (d) None of the next 10 calls produces a complaint. D. No assumptions are necessary. The probability that the next three callers complain is about 0.314 . (Round to three decimal places as needed.) (b) What assumptions, if any, are necessary to calculate the probability for the event described in part (b)? Select all that apply. LY A. The events of different calls resulting in a complaint are independent. B. The events of different calls are disjoint. C. The events of different calls resulting in a complaint are dependent. D. No assumptions are necessary. The probability that the two callers complain and the third does not is about 0.148 (Round to three decimal places as needed.) (c) What assumptions, if any, are necessary to calculate the probability for the event described in part (c)? Select all that apply. A. The events of different calls are disjoint. B. The events of different calls resulting in a complaint are dependent. C. The events of different calls resulting in a complaint are independent. D. No assumptions are necessary