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An English Instructor Gave a Final Exam and Found a Mean

Question 118

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An English instructor gave a final exam and found a mean score of 70 points and a standard deviation of 6.8 points.Assume that a Normal model can be applied.Draw and label the Normal model for the exam scores.Describe the scores of the top 2.5%.


A)
An English instructor gave a final exam and found a mean score of 70 points and a standard deviation of 6.8 points.Assume that a Normal model can be applied.Draw and label the Normal model for the exam scores.Describe the scores of the top 2.5%. A)    ;Higher than 90.4 points B)    ;Higher than 76.8 points C)    ;83.6 points D)    ;Higher than 83.6 points E)    ;Higher than 76.8 points
;Higher than 90.4 points
B)
An English instructor gave a final exam and found a mean score of 70 points and a standard deviation of 6.8 points.Assume that a Normal model can be applied.Draw and label the Normal model for the exam scores.Describe the scores of the top 2.5%. A)    ;Higher than 90.4 points B)    ;Higher than 76.8 points C)    ;83.6 points D)    ;Higher than 83.6 points E)    ;Higher than 76.8 points
;Higher than 76.8 points
C)
An English instructor gave a final exam and found a mean score of 70 points and a standard deviation of 6.8 points.Assume that a Normal model can be applied.Draw and label the Normal model for the exam scores.Describe the scores of the top 2.5%. A)    ;Higher than 90.4 points B)    ;Higher than 76.8 points C)    ;83.6 points D)    ;Higher than 83.6 points E)    ;Higher than 76.8 points
;83.6 points
D)
An English instructor gave a final exam and found a mean score of 70 points and a standard deviation of 6.8 points.Assume that a Normal model can be applied.Draw and label the Normal model for the exam scores.Describe the scores of the top 2.5%. A)    ;Higher than 90.4 points B)    ;Higher than 76.8 points C)    ;83.6 points D)    ;Higher than 83.6 points E)    ;Higher than 76.8 points
;Higher than 83.6 points
E)
An English instructor gave a final exam and found a mean score of 70 points and a standard deviation of 6.8 points.Assume that a Normal model can be applied.Draw and label the Normal model for the exam scores.Describe the scores of the top 2.5%. A)    ;Higher than 90.4 points B)    ;Higher than 76.8 points C)    ;83.6 points D)    ;Higher than 83.6 points E)    ;Higher than 76.8 points
;Higher than 76.8 points

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