The HR manager of a company is considering 3 employees (A, B, and C) that could...

  

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The HR manager of a company is considering 3 employees (A, B, and C) that could potentially retire soon. The probability that employee A will retire is 0.6 while that of B and C are 0.7 and 0.7 respectively. Assume these events are independent. Hint: Draw a probability tree/tree diagram. Do not round calculation results. What is the probability that 1. all 3 employees will retire? 2. none of the 3 employees will retire? 3. not all 3 employees will retire? 4. only employee B will retire? 5. only employees A and C will retire? 6. only employee C will not retire? 7. at least one employee will retire? 8. no more than two employees will retire? 9. only one employee will retire? 10. employee A will not retire given both B and C retire? The HR manager of a company is considering 3 employees (A, B, and C) that could potentially retire soon. The probability that employee A will retire is 0.6 while that of B and C are 0.7 and 0.7 respectively. Assume these events are independent. Hint: Draw a probability tree/tree diagram. Do not round calculation results. What is the probability that 1. all 3 employees will retire? 2. none of the 3 employees will retire? 3. not all 3 employees will retire? 4. only employee B will retire? 5. only employees A and C will retire? 6. only employee C will not retire? 7. at least one employee will retire? 8. no more than two employees will retire? 9. only one employee will retire? 10. employee A will not retire given both B and C retire?

Answer rating: 100% (QA)

Here are the probabilities 1 Pall 3 retire PA retires PB retires PC retires 06 07 ... View the full answer