A test consists of 20 multiple choice questions, each of which has five choices (only one of the five is correct). To pass the test a student must answer at least 14 questions correctly. Suppose that a student answers each question independently of the others and the probability of getting a question correct remains the same over the entire test. Some outputs are given below but not all outputs are relevant. What is the probability the student will NOT pass? Binomial Calculator Binomial Calculator Standard Between Standard Between n: 20 p: 0.2 n: 20 P: 0.2 P(X 2 14 1) = 0.00000185 P(X > 14 = 0.00000018 Binomial Calculator Binomial Calculator Standard Between Standard Between n: 20 P: 0.5 n: 20 P: 0.5 P(X 2 14 1) = 0.02069473 P(X 2 14 ) = 0.05765915 99999815 1.000 .99999982 O .942 O.979