The proportion of all high school students who watch national news is p = 0.57. A random sample of 60 high school students is selected. Which of the following is the correct calculation and interpretation of the standard deviation of the sampling distribution of ? O og = 0.004. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.004 from the true proportion, p = 0.71. oz=0.064. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.064 from the true proportion, p = 0.71. O og=0.245. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.245 from the true proportion, p = 0.71. O og =0.570. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.57o from the true proportion, p = 0.71.

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The proportion of all high school students who watch national news is p= 0.57. A random sample of 60 high
school students is selected. Which of the following is the correct calculation and interpretation of the standard
deviation of the sampling distribution of p ?
O og = 0.004. In SRSS of size 60, the sample proportion of high school students who watch the national news
typically varies 0.004 from the true proportion, p = 0.71.
og =0.064. In SRSS of size 60, the sample proportion of high school students who watch the national news
typically varies 0.064 from the true proportion, p = 0.71.
oz= 0.245. In SRSS of size 60, the sample proportion of high school students who watch the national news
typically varies 0.245 from the true proportion, p = 0.71.
O og=0.570. In SRSS of size 60, the sample proportion of high school students who watch the national news
typically varies 0.570 from the true proportion, p = 0.71.
Transcribed Image Text:The proportion of all high school students who watch national news is p= 0.57. A random sample of 60 high school students is selected. Which of the following is the correct calculation and interpretation of the standard deviation of the sampling distribution of p ? O og = 0.004. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.004 from the true proportion, p = 0.71. og =0.064. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.064 from the true proportion, p = 0.71. oz= 0.245. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.245 from the true proportion, p = 0.71. O og=0.570. In SRSS of size 60, the sample proportion of high school students who watch the national news typically varies 0.570 from the true proportion, p = 0.71.
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