After sampling 1336 randorn voters, \( 51.6 \% \) say they will vote for Lina James. A \( 95 \% \) confidence interval is created from this sample: ( \( 0.4840,0.5428) \) An enthusiastic volunteer for the James campaign stated, "I'm certain that James will win more than \( 50 \% \) of the popular votel" Do you agree with the volunteer's prediction? (A) No, because this is a sample. We cannot make decision based on sample data. (B) Yes, because the sample statistic is about \( 50 \% \). (C) Yes, because the interval goes above 0.50 . (D) No, because the interval goes below 0.50 , so we cannot be certain James will get more than \( 50 \% \) of the popular vote.
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