An lT technician is setting up a computer lab. 10 computers are needed to be installed. Each computer will be tested before installation. Only computers that pass the test will be installed. The computers in warehouse came with defective parts. 20% ol those computers cannot function properly. Currently, there are 11 computers left in the warehouse. Determine the probability that the IT technician can complete the lab set-up without reordering the computers. The number of computers in warehouse is . \\/ The computers may pass or lail the test. The probability to pass the test is . and the probability to fail the test is . \\/ A Let X denote the number of computers that pass the test. X has a .. (Enter A, B, C, D, or E) A. binomial distribution B. negative binomial distribution C. geometric distribution D. hypergeometric distribution E. Poisson distribution \\/ 10 The number of good computers (passed the test) needed to set up the lab is l . \\/ H To set up the lab without reordering computers, we must have -. (Type A, B, C, or D.) A. X : 10 x/ The requested probability is -. (Type A, B, C, or D.) A. P(X = 10) a. P(X 2 10) C. P(X > 10) o. P(X g 10) x 0.4697 The probability that the IT technician can complete the lab set-up without reordering the computers is -. (Round answer to 4 decimal places.)