I have attracted a PDF with all the questions
1) Let A and B be events such that, P(A) = 0.3, P(B) = 0.6, P(A â‹‚ B) = 0.2 Find a. P(A â‹ƒ B) b. P(A|B) c. P(B|A)
2) . According to a survey of hikers on a trail, 50% of the hikers like carrots (C) and 30% like broccoli (B). 20% like both. Write the following in terms of the events and assume random selection: a. Find the probability that a hiker likes carrots or broccoli b. If a hiker likes broccoli, find the probability that he likes carrots c. Find the probability that a hiker that likes carrots also likes broccoli.