Suppose components A1, A2, B1, B2 and C operate independently in the system shown below. Assume that all the components in the system start operating at the same time and a component does not work again once it fails. The probability of functioning for each component is 0.95. The entire system works if A or A2 works, and B or B works. Find the probability that the entire system works. N + N N N A+ A2+ 1+ B+ C+