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This exerpt from a dissertation shows examples of two mixed-model ANOVAs. The study was a comparative analysis of three groups of students (students without learning

This exerpt from a dissertation shows examples of two mixed-model ANOVAs. The study was a comparative analysis of three groups of students (students without learning disabilities, students with a reading disability, and students who had both a reading and math disability) on a math performance assessment. They were each tested under 6 conditions (a standard condition in which they received no accomodation, a condition in which the computer read the text of the test, a condition in which they watched a video that acted out the scenario in the assessment, a condition in which they constructed their responses on the computer rather than writing them on paper, a condition in which they chose any two accomodations, and a comprehensive condition in which they had access to all the accomodations). Both student achievement on the 6 tests and survey responses were compared for the three disability groups.

Student Achievement

The first ANOVA was a mixed-model ANOVA to compare the scores of students from each disability group (no disability, reading disability, reading and math disabilities) using test (accomodation condition) as the within-subjects variable and disability as the between-subjects variable. Significant differences were found for the main effects of test, F (4, 184) = 6.55, p < .001, and disability group, F (2, 46) = 23.27, p < .001, and for the interaction between the two variables, F (8, 184) = 2.54, p < .05. Table 5 shows mean scores and standard deviations for each disability group.

A series of one-way ANOVAs was run to follow-up the significant interaction between test condition and disability status. Four of the tests showed significant differences between the groups. Table 5 shows F-values for each test. Tukey HSD tests revealed that on each test that showed a significant difference, students without learning disabilities (LD) scored significantly higher than both students with RD and students with RMD, p < .01. Differences between students with RD and students with RMD were not significant on any test.

QUESTION:

  1. What conclusion can you draw from the result for the Constructed Response test?

Table 5

Descriptive Statistics for Scores by Disability and Test Condition
Disability
NLD RD RMD Marginal Means
Test M SD M SD M SD Fa
Standard 30.88 13.23 14.14 9.75 9.70 6.21 18.33 23.16*
Computer-read text 33.28 13.22 14.92 11.32 9.77 8.65 19.34 19.02*
Video 34.28 16.44 11.89 8.64 10.33 8.78 19.72 20.73*
Constructed response 23.63 13.62 20.33 8.90 18.23 6.85 13.79 2.08
Two accommodations 20.56 11.22 16.87 7.64 17.81 5.47 18.02 1.34
Comprehensive 25.13 14.19 11.64 7.61 9.40 8.04 15.36 10.81*
Marginal means 29.44 12.78 8.49
aFollow-up one-way ANOVAs, df = 2, 46.
*p < .01.

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