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Section of the courseQuestion 1Question 2Question 3Question 4Question 5Question 6Question 7Question 8Question 9Question 10Question 11Question 12Question 13Question 14Question 15Question 16Question 17Course Outcome 1. Graph linear, polynomial, trigonometric, exponential, and logarithmic equationsCourse Outcome 2. Identify equations for given graphsCourse Outcome 3. Work with functions: inverting, composing, multiplying and dividing functionsCourse Outcome 4. Represent and solve real-world problems requiring optimization of quadratic functionsCourse Outcome 5. Use the unit circle to determine the values of trigonometric functions Course Outcome 6. State and apply trigonometric identitiesCourse Outcome 7. Represent and solve real-world problems involving exponential growth and decayMath Major Outcome A. Perform numeric and symbolic computationsMath Major Outcome B. Construct and apply symbolic and graphical representations of functionsMath Major Outcome C. Model real-life problems mathematicallyMath Major Outcome E. State and apply mathematical definitions and theorems
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The first two sections submitted correct tally sheets reporting only on passing students: total passing students in sectionnumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlynumber of passing students scoring this problem correctlyTested on problems 1-6Tested on problems 7-8Tested on problems 9-11Tested on problem 16tested on problems 12-13tested on problems 14-15tested on problem 17tested on the entire examtested on problems 1-8tested on problems 14, 16 and 17tested on problems 1, 14 and 15
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25.0025.0014.0018.0024.0019.0025.0024.0018.0019.0017.0024.0023.0016.0021.0012.0016.0018.000.830.840.800.640.780.660.720.780.840.730.77
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21.0018.0020.0019.0013.0014.0018.0010.0019.0019.0019.0015.009.0020.009.0010.0014.0017.000.810.690.840.670.690.450.810.740.780.630.59
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One instructor (teaching two sections) reported on all students in both sections: total passing students in sectionnumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlynumber of students scoring this problem correctlyHere we have taken average tallies for contributing problems and divided by total passing students. Note that scores in the last two sections are inflated because on some problems more students scored correctly than the total passing students.Perhaps one may best compare outcomes to each other as one cannot compare data between sections.In the bottom row we have used the totals from all four sections
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16.009.0014.0017.0013.0018.0016.0012.0012.0010.0012.0014.0013.0012.009.0010.0014.0011.000.910.750.750.880.780.590.690.790.870.710.58
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16.0019.009.0016.0015.0014.0017.006.0016.0013.0012.0013.0013.0016.006.0013.0015.0011.000.940.690.790.940.910.590.690.820.880.670.79
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Student (SS #)Totals for all four sections: passing studentsQues 1Ques 2Ques 3Ques 4Ques 5Ques 6Ques 7Ques 8Ques 9Ques 10Ques 11Ques 12Ques 13Ques 14Ques 15Ques 16Ques 17Course Outcome 1. Graph linear, polynomial, trigonometric, exponential, and logarithmic equationsCourse Outcome 2. Identify equations for given graphsCourse Outcome 3. Work with functions: inverting, composing, multiplying and dividing functionsCourse Outcome 4. Represent and solve real-world problems requiring optimization of quadratic functionsCourse Outcome 5. Use the unit circle to determine the values of trigonometric functions Course Outcome 6. State and apply trigonometric identitiesCourse Outcome 7. Represent and solve real-world problems involving exponential growth and decayMath Major Outcome A. Perform numeric and symbolic computationsMath Major Outcome B. Construct and apply symbolic and graphical representations of functionsMath Major Outcome C. Model real-life problems mathematicallyMath Major Outcome E. State and apply mathematical definitions and theorems
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78.0071.0057.0070.0065.0065.0076.0052.0065.0061.0060.0066.0058.0064.0045.0045.0059.0057.000.860.750.800.760.780.580.730.780.830.690.69
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