12.70 (C2) The article "The Association Between Television Viewing and Irregular Sleep Schedules Among Children Less Than 3 Years of Age" (Pediatrics [2005]: 851-856) reported the accompany- ing 95% confidence intervals for average TV viewing time (in hours per day) for three different age groups. 95% Confidence Interval Age Group 2ada Beod olgm Less than 12 Months (0.8, 1.0) n z (1.4, 1.8) b n 12 to 23 Months Tsq 24 to 35 Months nsom odi (2.1, 2.5) cel bet &L9 a. Suppose that the sample sizes for each of the three age- group samples were equal. Based on the given confidence gai intervals, which of the age-group samples had the great- ton est variability in TV viewing time? Explain your choice. b. Now suppose that the sample standard deviations for the three age-group samples were equal, but that the three sample sizes might have been different. Which of the three age-group samples had the largest sample size? ali Explain your choice. c. The interval (0.7, 1.1) is either a 90% confidence interval alg or a 99% confidence interval for the mean TV viewing olo time calculated using the sample data for children less than 12 months old. Is the confidence level for this inter- val 90% or 99%? Explain your choice.

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12.70 (C2)
The article "The Association Between Television Viewing and
Irregular Sleep Schedules Among Children Less Than 3 Years
of Age" (Pediatrics [2005]: 851-856) reported the accompany-
ing 95% confidence intervals for average TV viewing time
(in hours per day) for three different age groups.
95% Confidence Interval
Age Group
2ada
Beod
olgm
Less than 12 Months
(0.8, 1.0)
n z (1.4, 1.8) b n
12 to 23 Months
Tsq 24 to 35 Months nsom odi (2.1, 2.5)
cel
bet &L9
a. Suppose that the sample sizes for each of the three age-
group samples were equal. Based on the given confidence
gai intervals, which of the age-group samples had the great-
ton est variability in TV viewing time? Explain your choice.
b. Now suppose that the sample standard deviations for the
three age-group samples were equal, but that the three
sample sizes might have been different. Which of the
three age-group samples had the largest sample size?
ali Explain your choice.
c. The interval (0.7, 1.1) is either a 90% confidence interval
alg or a 99% confidence interval for the mean TV viewing
olo time calculated using the sample data for children less
than 12 months old. Is the confidence level for this inter-
val 90% or 99%? Explain your choice.
Transcribed Image Text:12.70 (C2) The article "The Association Between Television Viewing and Irregular Sleep Schedules Among Children Less Than 3 Years of Age" (Pediatrics [2005]: 851-856) reported the accompany- ing 95% confidence intervals for average TV viewing time (in hours per day) for three different age groups. 95% Confidence Interval Age Group 2ada Beod olgm Less than 12 Months (0.8, 1.0) n z (1.4, 1.8) b n 12 to 23 Months Tsq 24 to 35 Months nsom odi (2.1, 2.5) cel bet &L9 a. Suppose that the sample sizes for each of the three age- group samples were equal. Based on the given confidence gai intervals, which of the age-group samples had the great- ton est variability in TV viewing time? Explain your choice. b. Now suppose that the sample standard deviations for the three age-group samples were equal, but that the three sample sizes might have been different. Which of the three age-group samples had the largest sample size? ali Explain your choice. c. The interval (0.7, 1.1) is either a 90% confidence interval alg or a 99% confidence interval for the mean TV viewing olo time calculated using the sample data for children less than 12 months old. Is the confidence level for this inter- val 90% or 99%? Explain your choice.
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