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Working Final Grade 1 84 0 57 1 67 1 87 0 82 1 50 0 14 0 73 0 72 0 66 0 52

Working

Final Grade

1

84

0

57

1

67

1

87

0

82

1

50

0

14

0

73

0

72

0

66

0

52

0

67

0

61

0

47

0

94

0

49

0

61

0

89

0

78

1

88

0

42

0

75

0

63

0

66

1

71

0

44

0

63

1

67

1

70

1

31

1

77

0

47

1

69

0

55

1

80

1

71

0

68

1

77

0

78

1

71

0

72

1

38

1

80

0

86

0

65

0

58

1

62

0

74

1

72

1

68

0

53

1

84

0

78

0

68

0

60

1

77

0

60

1

59

0

47

0

75

0

55

1

69

1

41

1

76

0

93

0

86

0

43

0

80

0

49

1

81

0

81

1

60

1

80

0

49

1

59

0

41

1

57

0

59

0

81

0

59

1

75

0

60

0

59

1

63

0

31

1

84

1

79

0

41

0

63

0

57

0

62

0

56

1

76

0

63

0

55

0

60

1

62

1

60

1

59

0

70

0

62

1

70

1

63

0

58

1

82

1

66

1

61

0

55

1

35

0

61

0

84

0

49

1

79

0

67

1

56

1

61

1

69

1

57

0

69

0

72

0

42

0

75

1

58

0

62

1

69

1

73

0

65

1

66

0

54

0

74

1

69

0

69

1

64

0

85

0

56

0

57

1

92

1

71

0

93

0

60

0

60

0

47

1

66

0

49

1

61

1

84

0

68

0

49

1

61

1

78

1

63

0

34

0

71

0

0

1

70

0

57

0

53

1

89

1

56

1

66

0

47

0

45

0

60

0

70

0

57

1

52

0

78

1

72

0

75

0

39

0

89

0

69

0

56

0

71

0

61

0

92

0

46

1

64

0

75

1

42

0

45

1

77

0

42

0

88

1

64

0

51

1

48

0

32

0

72

1

73

1

63

0

81

1

87

1

47

1

45

1

51

1

57

1

72

0

60

1

36

0

83

0

60

0

42

1

71

0

45

0

57

0

29

0

48

1

69

0

63

0

45

0

54

0

80

1

77

0

44

0

91

0

68

0

74

0

75

0

70

1

80

1

88

1

81

0

62

0

68

0

89

0

40

1

78

0

63

1

67

0

53

0

19

0

58

1

63

1

42

0

34

0

79

1

60

1

85

0

59

0

54

0

52

0

0

0

70

0

68

1

95

1

74

0

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1

53

0

63

0

83

0

79

1

73

1

82

0

70

0

60

1

71

0

69

1

26

0

65

0

84

1

94

1

81

1

57

0

76

0

68

1

80

1

58

1

71

0

54

0

42

0

41

0

70

0

78

0

56

0

54

0

68

0

68

1

60

0

66

0

56

1

55

0

78

0

75

0

59

1

43

0

73

0

49

1

78

0

48

0

42

0

61

0

58

0

98

0

74

0

64

1

73

0

79

0

74

0

28

0

74

1

65

1

81

0

55

1

59

0

32

0

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1

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0

91

0

71

1

80

0

54

0

74

1

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1

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1

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0

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0

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0

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0

45

0

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1

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1

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0

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1

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0

61

0

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0

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0

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0

60

0

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0

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0

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0

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0

76

0

69

0

74

0

65

1

64

0

68

0

55

0

50

1

91

1

52

0

50

1

51

0

43

1

70

0

63

0

63

0

55

1

86

0

74

1

74

0

63

0

59

0

74

0

79

0

0

1

49

0

69

1

77

0

87

0

44

1

39

0

0

1

95

0

64

1

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0

70

1

77

0

43

0

45

1

88

0

92

0

61

0

87

0

41

0

80

1

71

0

80

0

88

0

54

1

64

1

0

1

68

1

72

0

90

1

42

0

73

0

49

0

69

0

69

0

46

0

62

1

64

0

39

0

58

1

62

0

73

0

66

0

56

1

60

0

64

0

68

0

83

1

74

1

92

0

42

1

66

1

62

0

73

0

76

1

39

0

55

0

46

0

55

0

51

1

57

0

96

0

73

0

88

1

87

0

42

0

80

0

60

0

64

1

70

0

0

0

89

1

72

1

65

1

72

0

70

0

69

0

45

1

68

0

87

0

34

0

84

0

60

1

78

0

65

0

63

1

58

1

86

0

74

0

52

1

54

  • thats the data, picture for what the graph is. working =1, not working =0
  • what is a two point estimator?
  • there is 520 students, 189 are studying. for tutorial 21, 8 students are studying out of 19 students.
    image text in transcribedimage text in transcribedimage text in transcribed
\fQuestion 4 a) James was the tutor of tutorial 21. However, he is interested in the outcome of the overall course. To help him out, you use the information for tutorial 21 to calculate two point estimates of the average grade for the whole course using two different ways. Explain if you expect the two estimates to be the same. h) Then calculate an interval estimate for the average grade using the information from tutorial 21. If you need any further information besides that given, you are free to select it as you wish as long as you shortly explain your choice. Explain the result and discuss which assumptions you made and how these could be justified. A B C D F F G H 501 10500 20 0 502 10501 21 O 89 503 10502 21 72 504 10503 21 65 OH PP 505 10504 21 72 506 10505 21 70 507 10506 21 0 69 08 10507 21 45 509 10508 21 68 510 10509 21 87 511 10510 21 34 HOOOOP 512 10511 21 84 513 10512 21 60 514 10513 21 78 515 10514 21 0 65 516 10515 21 0 63 517 10516 21 58 518 10517 21 1 86 519 10518 21 0 74 520 10519 21 0 52 521 10520 21 1 54 522 523

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