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:...

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

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