Step 1 :There are three current employees and eight noncurrent employees waiting to be interviewed for jobs. They are all selected in random order.
Step 2 :We need to find the probability that all current employees will be interviewed first.
Step 3 :The total number of ways to arrange the interviews is the number of permutations of 11 people, which is \(11!\).
Step 4 :The number of ways to arrange the interviews such that all current employees are interviewed first is the number of permutations of 3 people (the current employees) times the number of permutations of 8 people (the noncurrent employees), which is \(3! * 8!\).
Step 5 :The probability is then the number of favorable outcomes divided by the total number of outcomes.
Step 6 :The total number of outcomes is \(39916800\).
Step 7 :The number of favorable outcomes is \(241920\).
Step 8 :The probability is \(0.006060606060606061\).
Step 9 :\(\boxed{0.00606}\) is the final answer. This is the probability that all current employees will be interviewed first.