A random sample of second year business students at a small Canadian university were polled by a researcher attempting to establish a relationship between hours of study in the week immediately preceding a major midterm and the marks received on the exam. The data follow:             Student           1    2    3    4    5     6    7    8    9  10             Hours              25  12  18  26  19  20  23  15  22   8                           Exam(%)        93  57  55  90  82  95  95  80  85  61 (∑(Hours)=188 ∑Hours^2=3832  ∑(Exam%)=793     ∑(Exam%)^2=65,143 ∑(Hours)(Exam%)XY=15,540 What is the 95% confidence interval for mean exam performance of students who spend 25 hours studying?

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A random sample of second year business students at a small Canadian university were polled by a researcher attempting to establish a relationship between hours of study in the week immediately preceding a major midterm and the marks received on the exam. The data follow:

            Student           1    2    3    4    5     6    7    8    9  10

            Hours              25  12  18  26  19  20  23  15  22   8              

            Exam(%)        93  57  55  90  82  95  95  80  85  61

(∑(Hours)=188 ∑Hours^2=3832  ∑(Exam%)=793     ∑(Exam%)^2=65,143 ∑(Hours)(Exam%)XY=15,540

What is the 95% confidence interval for mean exam performance of students who spend 25 hours studying?

 

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