Sample # Sample_Size (N) Min_ WKWEHR_C Max_ WKWEHR_C Mean_ WKWEHR_C SD_ WKWEHR_C 1 66 2 75 39.01 14.58 2 57 2 75 39.04 15.79 3 67 12 75 41.37 12.82 4 75 4 75 40.20 13.99 5 67 6 75 42.75 15.50 6 72 2 75 38.93 14.30 7 70 2 75 37.50 14.38 8 61 3 75 39.13 13.25 Range           Mean             Using the mean and standard deviation for WKWEHR_C for the overall full sample (our population of interest), answer the questions below. N- Valid 1334   N- Missing 857   Mean 38.838 Std. Deviation 13.8724 Minimum .3 Maximum 75.0 1. How close is the mean work hours to the average mean work hours based on your 8 samples? How close is the SD to the calculated mean of the SD_ WKWEHR_C of your 8 samples?  2. Are answers in a & b what you expected? Does this surprise you in any way? 3. Conceptual/Theoretical Question: If you continued to take 5% samples from this same “population” another 50 times and then recalculated the overall mean work hours and the average standard deviation of work hours of the samples, do you think these numbers would stay the same as calculated above or change? If you think they would change, explain in what way.

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 3BGP
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Sample #

Sample_Size (N)

Min_ WKWEHR_C

Max_ WKWEHR_C

Mean_ WKWEHR_C

SD_ WKWEHR_C

1

66

2

75

39.01

14.58

2

57

2

75

39.04

15.79

3

67

12

75

41.37

12.82

4

75

4

75

40.20

13.99

5

67

6

75

42.75

15.50

6

72

2

75

38.93

14.30

7

70

2

75

37.50

14.38

8

61

3

75

39.13

13.25

Range

 

 

 

 

 

Mean

 

 

 

 

 

 

Using the mean and standard deviation for WKWEHR_C for the overall full sample (our population of interest), answer the questions below.

N- Valid

1334

 

N- Missing

857

 

Mean

38.838

Std. Deviation

13.8724

Minimum

.3

Maximum

75.0

1. How close is the mean work hours to the average mean work hours based on your 8 samples? How close is the SD to the calculated mean of the SD_ WKWEHR_C of your 8 samples? 

2. Are answers in a & b what you expected? Does this surprise you in any way?

3. Conceptual/Theoretical Question: If you continued to take 5% samples from this same “population” another 50 times and then recalculated the overall mean work hours and the average standard deviation of work hours of the samples, do you think these numbers would stay the same as calculated above or change? If you think they would change, explain in what way.

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