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A school district is conducting an evaluation to assess the impact of two types

ID: 3307120 • Letter: A

Question

A school district is conducting an evaluation to assess the impact of two types of Math

courses on 6th, 7th and 8th grade students Algebra scores. A random sample of 36 students were selected from the three grade levels. The table below provides the algebra scores. Show all the calculations for full credit.

6th Grade

7th Grade

8th Grade

Math

Basic Course

30

40

70

20

10

50

50

50

30

20

10

40

40

20

80

20

20

40

Math Booster Course

20

20

70

70

70

50

20

40

40

60

20

30

40

50

20

50

80

60

a.State the null and alternate hypothesis.

b.What is/are the independent variable(s) and how many levels do they have?  

c.What is the dependent variable?

d.Which statistical procedure is most suitable for this research scenario?

e.Show all the hand-calculations and make the summary table based on the selected statistical procedure.

f.Enter the data in SPSS and conduct the appropriate statistical analysis. Include snapshots of the important SPSS output tables and figures. Comment on the homogeneity of variance assumption. Interpret your results even if the assumption is not met. Briefly explain the SPSS outputs.

g.Summarize your results based on your statistical analysis in a scholarly manner. Your summary write-up should answer the following questions:

a.Which Math course has higher, lower or no impact on student’s algebra scores?

b.Does a particular grade level influence algebra scores more than the other two grade levels?

c.Is there an interactive influence of Math course and grade level on student’s algebra scores?

6th Grade

7th Grade

8th Grade

Math

Basic Course

30

40

70

20

10

50

50

50

30

20

10

40

40

20

80

20

20

40

Math Booster Course

20

20

70

70

70

50

20

40

40

60

20

30

40

50

20

50

80

60

Explanation / Answer

a) Null Hypethesis:

Math Booster course has no improvement in the mean marks obtained by a class compared to a class who takes up only Math Basic course.

Alternate Hypothesis

Math Booster course leads to improvement in the mean marks obtained by a class compared to a class who takes up only Math Basic course.

b) Independent variable is the predictor which in this case is teaching Math Booster Course.

c) Dependent Variable is out come which is the change in mean marks obtained by the class.

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