Suppose that over the past several years, 4,000 students have taken a certain course, which has a midterm test. Suppose also that 85% passed the test, 95% of those who passed the test also passed the course, and 92% of those who failed the test also failed the course.
(a) Construct a contingency table.
(b) If one of those students were selected at random, calculate to 5 decimal places:
(i) prob(he failed the test j he passed the course)
(ii) prob(he passed the test j he failed the course)
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