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A couple wants to have 2 boys. They will continuous to have children until they have reached the goal. Assuming that the probability that they
A couple wants to have 2 boys. They will continuous to have children until they have reached the goal. Assuming that the probability that they have 50% chance to have a boy or a girl. No twin or more are possible. Assuming that their goal is possible and has been fulfilled today!(Hints: 1. This is called "Negative Binomial Distribution. 2. Try to list all the possible outcomes.)
- What is the probability that they have no girl?
- What is the probability that they have exactly one girl?
- What is the probability that they have exactly two girl?
- What is the probability that they have in between 3 and 5 girls, inclusively?
- What is the expected value of the number of children they have? (The mean)
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