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1. Use the information given to determine whether the events A and B are independent.
1. P(A) = ½, P(B) = ½, P(A and B) = ¼
2. P(A) = .35, P(B) = .63, P(A and B) = .32
3. P(A) = ½, P(B) = 21/55, P(A and B) = 3/22
4. P(A) = .7, P(A|B) = .7
5. P(A) = .7, P(A|B) = .9
2. What is the probability of rolling an odd number and then a number less than 3 on two rolls of a fair die?
Binomial setting? A binomial distribution will be approximately correct as a model for one of these two settings and not for the other.
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