A recent survey of 9 social networking sites has a mean of 13.01 million visitors for a specific month. The standard deviation was 4.3 million. Find the 80% confidence interval of the true mean number of visitors in that month. Assume the variable is normally distributed. Margin of error: Interval Calculation E = 2.0021 13.01 - 2.0021 < p < 13.01 +2.0021 11.0079 << 15.0121 11.01 << 15.01 Write the confidence statement in the box below:

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A recent survey of 9 social networking sites has a mean of 13.01 million
visitors for a specific month. The standard deviation was 4.3 million.
Find the 80% confidence interval of the true mean number of visitors in
that month. Assume the variable is normally distributed.
Margin of error:
Interval Calculation
13.01
-
E = 2.0021
2.0021 << 13.01 +2.0021
11.0079 << 15.0121
11.01 << 15.01
Write the confidence statement in the box below:
Accessibility: Investigate
Q Search
T Estimate of a Mean
Confidence Level 0.8
Mean 13.01
s 4.3
N 9
Result
S
Mean
T Estimate of a Mean
S
SE
N
df
Sample
Lower Limit
Upper Limit
Interval
13.01
4.3
1.4333
9
8
11.0079
15.0121
13.01 2.0021
Focus BB
Transcribed Image Text:A recent survey of 9 social networking sites has a mean of 13.01 million visitors for a specific month. The standard deviation was 4.3 million. Find the 80% confidence interval of the true mean number of visitors in that month. Assume the variable is normally distributed. Margin of error: Interval Calculation 13.01 - E = 2.0021 2.0021 << 13.01 +2.0021 11.0079 << 15.0121 11.01 << 15.01 Write the confidence statement in the box below: Accessibility: Investigate Q Search T Estimate of a Mean Confidence Level 0.8 Mean 13.01 s 4.3 N 9 Result S Mean T Estimate of a Mean S SE N df Sample Lower Limit Upper Limit Interval 13.01 4.3 1.4333 9 8 11.0079 15.0121 13.01 2.0021 Focus BB
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