Option B Make certain to review the additional help at the bottom of these instructions. Make up your own context to show and demonstrate the main components how to compute the confidence interval for a proportion by completing each numbered item below. That is, you could write your own problem and context. Discuss the connection with a cycloid. 1. Give the statement of your problem/context including all relevant information necessary to compute a confidence interval for a proportion. 2. Describe the point estimate and why it is reasonable to use a Normal distribution to model that point estimate. Be sure to see the Prepare and Check conditions for a Confidence Interval for a Single Proportion (p. 184) and go back to the success/failure condition of the Central Limit Theorem. Example 5.11 provides a model for a sample survey. 3. Discuss and show how to compute the standard error (and margin of error) and confidence interval for your problem. Please make certain to use the equation editor. 4. Interpret the confidence interval within the context of the study. There are two parts to this interpretation: (1) a statement such as "We are 95% confident that..." as illustrated in Example 5.13, and (2) a statement about what that means such as what is illustrated in the solution to part (a) of Guided Practice 5.14. Please make certain to include both parts in your interpretation