COMPSCI 171 Quiz: 2018-fq-cs-171-quiz-2-key
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Cs-171, intro to a. i. , fall quarter, 2018 quiz # 2 20 minutes. P(h | d) = p(d | h) p(h) / p(d) P(a | b a) = p(a b a) / p(b a) = p(b a) / p(b a) = 1: (10 pts total) probability. Use the definition of conditional probability to show that p(a | b a) = 1. Show your work: (10 pts total) bayes"rule. Write down the expression that results from applying bayes" rule to p(h | d): (10 pts total) p(h d) [1]. Write down the expression for p(h d) in terms of p(h), p(d), and p(h d): (10 pts total) p(h d) [2]. Write down the expression for p(h d) in terms of p(d) and p(h | d). P(h d) = p(h) + p(d) p(h d) P(h d) = p(h | d) p(d: (30 pts total, 10 pts each) consider the following joint distribution (r&n fig.
