D. Compute for the mean (??̅) and standard deviation (??̅) of the sampling distribution of the sample means and compare these to the mean and standard deviation of the population. SET OF POPULATION: {63, 64, 65, 66, 67, 68, 72} Sample Mean 63,64,65,66 64.5 63,64,65,67 64.75 63,64,65,68 65 63,64,65,72 66 63,64,66,67 65 63,64,66,68 65.25 63,64,66,72 66.25 63,64,67,68 65.5 63,64,67,72 66.5 63,64,68,72 66.75 63,65,66,67 65.25 63,65,66,68 65.5 63,65,66,72 66.5 63,65,67,68 65.75 63,65,67,72 66.75 63,65,68,72 67 63,66,67,68 66 63,66,67,72 67 63,66,68,72 67.25 63,67,68,72 67.5 64,65,66,67 65.5 64,65,66,68 65.75 64,65,66,72 66.75 64,65,67,68 66 64,65,67,72 67 64,65,68,72 67.25 64,66,67,68 66.25 64,66,67,72 67.25 64,66,68,72 67.5 64,67,68,72 67.75 65,66,67,68 66.5 65,66,67,72 67.5 65,66,68,72 67.75 65,67,68,72 68 66,67,68,72 68.25 Sampling Distribution Sample Mean Frequency Probability 64.5 1   64.75 1   65 2   65.25 2   65.5 3   65.75 2   66 3   66.25 2   66.5 3   66.75 3   67 3   67.25 3   67.5 3   67.75 2   68 1   68.25 1

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 1GP
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D. Compute for the mean (??̅) and standard deviation (??̅) of the sampling distribution of the sample
means and compare these to the mean and standard deviation of the population.

SET OF POPULATION: {63, 64, 65, 66, 67, 68, 72}

Sample

Mean

63,64,65,66

64.5

63,64,65,67

64.75

63,64,65,68

65

63,64,65,72

66

63,64,66,67

65

63,64,66,68

65.25

63,64,66,72

66.25

63,64,67,68

65.5

63,64,67,72

66.5

63,64,68,72

66.75

63,65,66,67

65.25

63,65,66,68

65.5

63,65,66,72

66.5

63,65,67,68

65.75

63,65,67,72

66.75

63,65,68,72

67

63,66,67,68

66

63,66,67,72

67

63,66,68,72

67.25

63,67,68,72

67.5

64,65,66,67

65.5

64,65,66,68

65.75

64,65,66,72

66.75

64,65,67,68

66

64,65,67,72

67

64,65,68,72

67.25

64,66,67,68

66.25

64,66,67,72

67.25

64,66,68,72

67.5

64,67,68,72

67.75

65,66,67,68

66.5

65,66,67,72

67.5

65,66,68,72

67.75

65,67,68,72

68

66,67,68,72

68.25

Sampling Distribution

Sample Mean

Frequency

Probability

64.5

1

 

64.75

1

 

65

2

 

65.25

2

 

65.5

3

 

65.75

2

 

66

3

 

66.25

2

 

66.5

3

 

66.75

3

 

67

3

 

67.25

3

 

67.5

3

 

67.75

2

 

68

1

 

68.25

1

 

 

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