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Here is a project that can involve a family activity and also show you the importance of making sure that the underlying requirements are met before calculating a confidence interval. Invite some of your family members over and buy a big or medium bag of milk chocolate Jack'nJill NIPS. Take at least 5 random samples of 10 Jack 'n Jill NIPS each from the bag. Note that taking many random samples will reduce the risk of obtaining some extremely odd results. Before eating the candy, calculate the proportion of red candies for each sample. Then, using each sample proportion, compute a 95% confidence interval for the proportion of red candies in all Jack'nJill NIPS. Determine what percentage of the confidence intervals contains the population proportion of 0.13, that is, 13% of all Jack'nJill NIPS are red. Is this percentage close to 95%? What happens if you increase your sample size to 10, and then to 15? If you want, you can use technology to simulate those random samples, which makes the process much faster. Besides, the candy will probably be eaten by the time you get ready to take larger samples. Nips ilk chocolate candy Comeclose