A poll of n voters is to be taken in an attempt to predict the outcome of a by-election in a certain riding. Specically, you are interested in the proportion of voters that will vote for a certain candidate, Candidate A. n : 484 voters have been randomly chosen, each has indicated what candidate they will vote for. You are to count the number, out of 484, who say they will vote for Candidate A. This count is measured by the random variable X. You nd X : 306. (3) Find a 98% condence interval for p, the proportion of all voters who will vote for Candidate A. Use the Z distribution to create your condence interval. Use at least four decimal points for your lower and upper bounds. At avoid rounding errors you should use R-Stuido and not Tables. Lower Bound : _ Upper Bound : _ (b) Interpret the meaning of the interval you found in part (a) . The proportion of o ? 0 all voters in the riding c all voters 0 all people that will vote for Candidate A is o 7 o somewhere between 0 outside of the interval % and %. (Enter your answer to at least two decimals.)