1. If there are two possible outcomes in a distribution, then the distribution must be (two marks) A uniform C hypergeometric binomial D any of the above3. The names of six adults and ten children in a family are written on pieces of paper and put in a hat. Five different slips of paper are drawn from a hat. Identify whether the number of children's names drawn is a binomial or hypergeometric distribution and how to convert it to the other type.(two marks) A Hypergeometric; draw the names with replacement. B Binomial; draw the names with replacement. C Hypergeometric; draw the names without replacement. D Binomial; draw the names without replacement.Match the correct type of probability distribution to each of the following characteristics. A probability distribution may be used more than once or not at all. A uniform distribution B binomial distribution C hypergeometric distribution D uniform or binomial distribution E binomial or hypergeometric distribution 1. all outcomes are equally likely 2. trials are dependent 3. trials are independent 4. successful outcomes are counted 5. E(X) = np6. P(X) = 7. E(x) = ra