Description
Problem. 1. (20 points)
Problem. 2. (10 points)
Suppose we have a box containing 8 apples and 4 oranges and a second
box containing 10 apples and 2 oranges. One of the boxes is chosen at
random (with equal probability of choosing either box) and an item is
selected from the box and found to be an apple. Use Bayes’ rule to find
the probability that the apple came from the first box. Problem. 3. (20 points)
