State which type of probability distribution (uniform, binomial, hypergeometric) models each situation. a) The number of defective batteries in a batch of 1000 that on average have a 0.2% defect rate.

b) Selecting the winning ticket in a lottery.

c) Predicting the expected number of tails when flipping a coin 100 times.

d) Predicting the number of boys among five children randomly selected from a group of 8 boys and six girls.