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Scenario: Using the following data calculate the standard deviation (s x ) for t

ID: 3358714 • Letter: S

Question

Scenario: Using the following data calculate the standard deviation (sx) for the sampling distribution: (1 point each for a total of 10 points)

Sigma (s or s) =

n =

sx = sigma /n

Question 1.

24

90

Question 2.

16

80

Question 3.

10.8

41

Question 4.

24.1

52

Question 5.

16.3

59

Question 6.

42.5

135

Question 7.

.024

16

Question 8.

1.23

25

Question 9.

15.6

44

Question 10.

1.36

33

Scenario: Using the following data calculate the sampling distribution sigma and the standard score (Z-value) for the sampling distribution: (1 point each for a total of 10 points)

Population Sigma (s)

Sample size = n

x-bar = sample mean

mu = mean

Sampling Distribution sx = sigma /n

Standard Score = Z value

Question 11.

30

11

200

194.7

Question 12.

24

95

182

185

Question 13.

5.6

60

6.25

5.01

Question 14.

19.2

53

65.2

60.1

Question 15.

5.25

63

62.35

64.13

Question 16.

4.25

160

33.14

32.95

Question 17.

0.25

70

5.17

5.11

Question 18.

1.68

50

75.25

74.63

Question 19.

10.3

60

114.25

115.44

Question 20.

0.44

50

6.25

6.35

Scenario: Using the following data calculate the standard deviation (sp) of the sampling distribution using the sample proportion: (1 point each for a total of 10 points)

n

p

sp = p(1-p)/n

Question 21.

95

0.81

Question 22.

35

0.74

Question 23.

55

0.10

Question 24.

60

0.62

Question 25.

46

0.47

Question 26.

126

0.19

Question 27.

110

0.81

Question 28.

246

0.32

Question 29.

40

0.43

Question 30.

108

0.62

Scenario: Using the following data calculate the p-hat, sampling distribution sigma (sp) and the standard score (Z-value) for the sampling distribution: (1 point each for a total of 10 points)

Sample size = n

Number of successes

p-hat

p

Sampling Distribution

sp = p(1-p)/n

Standard Score = Z value

Question 31.

105

80

0.81

Question 32.

129

120

0.95

Question 33.

60

47

0.85

Question 34.

51

39

0.74

Question 35.

90

83

0.90

Question 36.

80

56

0.60

Question 37.

80

47

0.65

Question 38.

75

55

0.81

Question 39.

70

68

0.85

Question 40.

106

99

0.91

Sigma (s or s) =

n =

sx = sigma /n

Question 1.

24

90

Question 2.

16

80

Question 3.

10.8

41

Question 4.

24.1

52

Question 5.

16.3

59

Question 6.

42.5

135

Question 7.

.024

16

Question 8.

1.23

25

Question 9.

15.6

44

Question 10.

1.36

33

Explanation / Answer

Scenario: Using the following data calculate the standard deviation (sx) for the sampling distribution: (1 point each for a total of 10 points)

Sigma (s or s) =

n =

sx = sigma /n

Question 1.

24

90

2.5298

Question 2.

16

80

1.7889

Question 3.

10.8

41

1.6867

Question 4.

24.1

52

3.3421

Question 5.

16.3

59

2.1221

Question 6.

42.5

135

3.6578

Question 7.

.024

16

0.006

Question 8.

1.23

25

0.246

Question 9.

15.6

44

2.3518

Question 10.

1.36

33

0.2367

Scenario: Using the following data calculate the sampling distribution sigma and the standard score (Z-value) for the sampling distribution: (1 point each for a total of 10 points)

Population Sigma (s)

Sample size = n

x-bar = sample mean

mu = mean

Sampling Distribution sx = sigma /n

Standard Score = Z value

Question 11.

30

11

200

194.7

9.0453

0.59

Question 12.

24

95

182

185

2.4623

-1.22

Question 13.

5.6

60

6.25

5.01

0.7230

1.72

Question 14.

19.2

53

65.2

60.1

2.6373

1.93

Question 15.

5.25

63

62.35

64.13

0.6614

-2.69

Question 16.

4.25

160

33.14

32.95

0.3360

0.57

Question 17.

0.25

70

5.17

5.11

0.0299

2.01

Question 18.

1.68

50

75.25

74.63

0.2376

2.61

Question 19.

10.3

60

114.25

115.44

1.3297

-0.89

Question 20.

0.44

50

6.25

6.35

0.0622

-1.61

Scenario: Using the following data calculate the standard deviation (sp) of the sampling distribution using the sample proportion: (1 point each for a total of 10 points)

n

p

sp = p(1-p)/n

Question 21.

95

0.81

0.0402

Question 22.

35

0.74

0.0741

Question 23.

55

0.10

0.0405

Question 24.

60

0.62

0.0627

Question 25.

46

0.47

0.0736

Question 26.

126

0.19

0.0349

Question 27.

110

0.81

0.0374

Question 28.

246

0.32

0.0297

Question 29.

40

0.43

0.0783

Question 30.

108

0.62

0.0467

Scenario: Using the following data calculate the p-hat, sampling distribution sigma (sp) and the standard score (Z-value) for the sampling distribution: (1 point each for a total of 10 points)

Sample size = n

Number of successes

p-hat

p

Sampling Distribution

sp = p(1-p)/n

Standard Score = Z value

Question 31.

105

80

0.76

0.81

0.0383

-1.31

Question 32.

129

120

0.93

0.95

0.0192

-1.04

Question 33.

60

47

0.78

0.85

0.0461

-1.52

Question 34.

51

39

0.76

0.74

0.0614

0.33

Question 35.

90

83

0.92

0.90

0.0316

0.63

Question 36.

80

56

0.70

0.60

0.0548

1.82

Question 37.

80

47

0.59

0.65

0.0533

-1.13

Question 38.

75

55

0.73

0.81

0.0453

-1.77

Question 39.

70

68

0.97

0.85

0.0427

2.81

Question 40.

106

99

0.93

0.91

0.0278

0.72

Sigma (s or s) =

n =

sx = sigma /n

Question 1.

24

90

2.5298

Question 2.

16

80

1.7889

Question 3.

10.8

41

1.6867

Question 4.

24.1

52

3.3421

Question 5.

16.3

59

2.1221

Question 6.

42.5

135

3.6578

Question 7.

.024

16

0.006

Question 8.

1.23

25

0.246

Question 9.

15.6

44

2.3518

Question 10.

1.36

33

0.2367

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