A recent study was conducted in which a random sample of men and a random sample of women were surveyed about whether they were fans of a professional football team. the study found that 39 percent of men in the sample were fans and 22 percent of women in the sample were fans. a 99 percent confidence interval for the difference in the proportion of fans of a professional football team between men and women was reported as . which of the following statements is the best interpretation of the interval?
A Recent Study Was Conducted In Which A Random Sample Of Men And A Random Sample Of Women Were Surveyed About Whether They Were Fans Of A Professional Football Team. The Study Found That 39 Percent Of Men In The Sample Were Fans And 22 Percent Of Women In The Sample Were Fans. A 99 Percent Confidence Interval For The Difference In The Proportion Of Fans Of A Professional Football Team Between Men And Women Was Reported As . Which Of The Following Statements Is The Best Interpretation Of The Interval?
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A Recent Study Was Conducted In Which A Random Sample Of Men And A Random Sample Of Women Were Surveyed About Whether They Were Fans Of A Professional Football Team. The Study Found That 39 Percent Of Men In The Sample Were Fans And 22 Percent Of Women In The Sample Were Fans. A 99 Percent Confidence Interval For The Difference In The Proportion Of Fans Of A Professional Football Team Between Men And Women Was Reported As . Which Of The Following Statements Is The Best Interpretation Of The Interval?. The study found that 39 percent of men in the sample were fans and 22 percent of women in the sample were fans. The study found that 38 percent of men in the sample were fans and 21 percent of women in the sample were fans.
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The study found that 39 percent of men in the sample were fans and 22 percent of women in the sample were fans. A 99 percent confidence interval for the difference in the proportion of fans. A 95 percent confidence interval for the difference in the proportion of fans.
A 99 Percent Confidence Interval For The Difference In The Proportion Of Fans.
A study found that 39% of men and 22% of women are fans of a professional football team. See how to interpret the confidence interval (0.133, 0.207) and reject or support. The study found that 39 percent of men in the sample were fans and 22 percent of women in the sample were fans.
A 95 Percent Confidence Interval For The Difference In The Proportion Of Fans.
A 99 percent confidence interval for the difference in the proportion of fans. The study found that 39 percent of men in the sample were fans and 22 percent of women in the sample were fans. A 99 percent confidence interval for the difference in the proportion of fans.
The Study Found That 39 Percent Of Men In The Sample Were Fans And 22 Percent Of Women In The Sample Were Fans.
The study found that 39 percent of men in the sample were fans and 22 percent of women in the sample were fans. A 99 percent confidence interval for the difference in the proportion of fans. The study found that 39 percent of men in the sample were fans and 22 percent of women in the sample were fans.
The Study Found That 39 Percent Of Men In The Sample Were Fans And 22 Percent Of Women In The Sample Were Fans.
The study found that 38 percent of men in the sample were fans and 21 percent of women in the sample were fans. A 99 percent confidence interval for the difference in the proportion of fans. A 99 percent confidence interval for the difference in the.