Consider the following Bayesian network, where variables A through E are all Boolean valued: a) What is the probability that all five of these Boolean variables are simultaneously true? b) What is the probability that all five of these Boolean variables are simultaneously false? c) What is the probability that A is false given that the four other variables are all known to be true? Consider the following Bayesian network, where variables A through E are all Boolean valued: a) What is the probability that all five of these Boolean variables are simultaneously true? b) What is the probability that all five of these Boolean variables are simultaneously false? c) What is the probability that A is false given that the four other variables are all known to be true