D F Suppose that a popular museum is interested in estimating the average age of summer visitors. A random sample of summer 2 visitors is selected. The data is recorded in tab "Age". 3 4 The researchers want to determine a 95% confidence interval around the mean weight of all summer visitors. 6 Required: 7 Determine the following Mean 9 Standard Deviation 10 Standard Error 11 Sample Size 12 t-Value 38.31250 13.41990 2.3723 0 320 2.04O 13 14 Margin of Error without using Confidence.t 2.37230 15 16 Now compute the Margin of Error using Confidence.t 17 18 Upper Bound Confidence Interval 19 Lower Bound Confidence Interval 20 21

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 13PPS
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C.
D.
E
1.
Suppose that a popular museum is interested in estimating the average age of summer visitors. A random sample of summer
2 visitors is selected. The data is recorded in tab "Age".
4.
The researchers want to determine a 95% confidence interval around the mean weight of all summer visitors.
6 Required:
Determine the following:
Mean
9 Standard Deviation
10 Standard Error
11 Sample Size
12 t-Value
38.31250
13.4199O
2.3723O
320
2.04O
13
14 Margin of Error without using Confidence.t
2.37230
15
16 Now compute the Margin of Error using Confidence.t
17
18 Upper Bound Confidence Interval
19 Lower Bound Confidence Interval
20
21
Transcribed Image Text:C. D. E 1. Suppose that a popular museum is interested in estimating the average age of summer visitors. A random sample of summer 2 visitors is selected. The data is recorded in tab "Age". 4. The researchers want to determine a 95% confidence interval around the mean weight of all summer visitors. 6 Required: Determine the following: Mean 9 Standard Deviation 10 Standard Error 11 Sample Size 12 t-Value 38.31250 13.4199O 2.3723O 320 2.04O 13 14 Margin of Error without using Confidence.t 2.37230 15 16 Now compute the Margin of Error using Confidence.t 17 18 Upper Bound Confidence Interval 19 Lower Bound Confidence Interval 20 21
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