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A Statistical Analysis of Intra-Individual Scatter on the Wechsler-Bellevue Intelligence Scale PDF

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Preview A Statistical Analysis of Intra-Individual Scatter on the Wechsler-Bellevue Intelligence Scale

PURDUE UNIVERSITY THIS IS TO CERTIFY THAT THE THESIS PREPARED UNDER MY SUPERVISION Jack Jagers Monroe BY e n titled A STATISTICAL ANALYSIS OF INTRA-INDIVIDUAL SCATTER ON THE WECH3LER-BELLEVUE INTELLIGENCE SCALE COMPLIES WITH THE UNIVERSITY REGULATIONS ON GRADUATION THESES AND IS APPROVED BY ME AS FULFILLING THIS PART OF THE REQUIREMENTS FOR THE DEGREE OF Doctor of Philosophy HPUJlkil Professor ix Charge of Thesis Head of School or Department August_________IQ 50 TO THE LIBRARIAN:---- TS- THIS THESIS IS NOT TO BE REGARDED AS CONFIDENTIAL. PBOFE6SOR tiff CHAR GRAD, SCHOOL FORM G—3-49—1M A STATISTICAL ANALYSIS OF D7TRA-INDIVIDUAL SCATTER ON TEE WECHSIER-EELLEVUE INTELLIGENCE SCALE A Thesis Submitted to the Faculty of Purdue University by Jack Jagers Monroe In Partial Fulfillment of the Requirements for the Degree of Doctor of Philosophy August, 1950 ProQuest Number: 27714206 All rights reserved INFORMATION TO ALL USERS The quality of this reproduction is dependent upon the quality of the copy submitted. In the unlikely event that the author did not send a complete manuscript and there are missing pages, these will be noted. Also, if material had to be removed, a note will indicate the deletion. uest ProQuest 27714206 Published by ProQuest LLC (2019). Copyright of the Dissertation is held by the Author. All rights reserved. This work is protected against unauthorized copying under Title 17, United States Code Microform Edition © ProQuest LLC. ProQuest LLC. 789 East Eisenhower Parkway P.O. Box 1346 Ann Arbor, Ml 48106 - 1346 AGKN QWLEDGMEOTS The author is glad of this opportunity to express his appreciation to Professor John M. Hadley and Professor E. J. Asher who, as co­ directors of this project, provided constant guidance and encouragement in the execution of this study. Appreciation is also expressed to Professors Joseph Tiffin, L* M. Baker, and Elizabeth K* Wilson, members of the committee, who showed considerable interest in this investigation and who supplied valuable assistance in the final phase of preparing the manuscript. The author is grateful to the Purdue Research Foundation whose interest in this project made it financially possible. Acknowledgment is made to the Veterans Administration, whose en­ lightened policy toward research made available a large portion of the data analyzed in this study. Finally, the author acknowledges the technical advice of Professors Kossack and Burr of the Statistical Laboratory. ABSTRACT Monroe, Jack Jagers, A STATISTICAL ANALYSIS OF INTRA-INDIVIDUAL SCATTER CE THE WECHSLER-BELLEVUE INTELLIGENCE SCALE, August, 1950, 80 pages, 47 tables, 18 titles in the bibliography. Perhaps no problem in the area of clinical diagnosis has been so widely studied with such inconsistency of results as has the problem of psychometric scatter. Several articles have recently appeared in the psychological journals which suggest that intellectual level of the sub­ ject may influence the variability of his performance on the Bellevue Scale in a manner not previously suspected or tested. There is also s till the problem of the influence of maladjustment upon scatter. Do schizophrenics scatter more than neurotics, do neurotics scatter more than well-adjusted normals? The purpose of this study was to determine to what extent scatter on the Bellevue Scale is a function of adjustment level,to what extent, if any, it is influenced by intellectual level of subjects, and if there is any interaction between the two variables of adjustment and intelligence in determining scatter* A third variable, that of locality, was introduced, since the sub-samples which make up the total experimental and control group were not statistically equiva­ lent with respect to intelligence. Individual standard deviations on the Bellevue Scale were computed for 352 subjects. These were thrown into a 3 X 3 X 2 factorial design and 18 subclass means were tested for heterogeneity. Modifications in ordinary analysis of variance procedure were introduced, because cer­ tain irregularities in the data rendered ordinary methods inadequate. The findings warrant the following conclusions: 1. The 18 subclass means, classified with respect to intelligence, adjustment, and locality, turned out to be heterogeneous, even though their class variances were homogeneous. 2. The Kansas sample seemed to be more variable than a similar group of Indiana subjects. 3. There was strong evidence for interaction between intelligence and adjustment as influencera of Bellevue scatter. 4. Only schizophrenics with low intelligence were significantly more variable on the Bellevue Scale than other groups. Schizophrenics with medium and high intelligence were no more variable than were the neurotics and normals. No statistically significant differences were found between the mean variability scores of neurotics and well-adjusted normals* TABLE OF CONTENTS Page INTRODUCTION AND STATEMENT OF THE PROBLEM................................................... 1 PROCEDURE......................................................................................................................... 6 METHODOLOGICAL RAMIFICATIONS AND UNDERLYING ASSUMPTIONS....................... 11 ANALYSIS OF RESULTS.................................................................................................. 22 CONCLUSIONS AND DISCUSSION.................................................................................... 38 BIBLIOGRAPHY. ............. 40 APPENDIX A............................ 42 APPENDIX B ... ................. 78 LIST OF TABLES Page Table 1 Distribution of Standard Deviations of 200 Normal Subjects on the W-B Intelligence Scale. ....................... 13 Table 2 Distribution of Standard Deviations of 352 Normal, Neurotic, and Psychotic Subjects on the W-B Intelligence Scale, With a Statistical Test of the Normality Assumption.... 15 Table 3 Welch* s nLM Test for Homogeneity of Variances Between 18 Sub-samples, Classified with Respect to Adjust­ ment Type, Intellectual Level, and Locality (Kansas or Indiana) 17 Table 4 Failure of the Addition Theorem in a Non-orbhogonal Des ign. ............. 19 Summary Table ! . . ...................................................................................................... 23 Summary Table 2 . ................... 26 Summary Table 3-A.................................................................................................... 29 Summary Table 3-B. ...............................................................................•••• 30 Summary Table 4 ........................................................................................................ 34 Summary Table 5............................................................................................................ 37 Design 1-A Preliminary Analysis of Variance of Main Effects of Intelligence, Adjustment, and Locality Being the Ordinary Method of Analysis, with Unequal and Disproportionate Class Numbers ........................ 43 Design 1-B Preliminary Analysis of Variance of Main Effects of Intelligence and Adjustment in the Two Principal Sub-Samples, Using the Ordinary Method of Analysis, with Unequal and Disproportionate Class Numbers. ............. 44 Design 2-A Analysis of Variance of Main Effects and Interaction Between Intelligence and Adjustment in Total Sample (Locality Uncontrolled), Using a Method of Expected Class Numbers. 45 Design 2-B Analysis of Variance of Main Effects ( Interaction Present) of Intelligence and Adjustment in the Total Sample (Locality Uncontrolled), Using a Method of Weighted Squares of Means ...»................... 46 Design 3-A Analysis of Variance of Main Effects and Interaction Between Intelligence and Locality in Total Sample (Adjustment Uncontrolled), Using a Method of Expected Class Numbers....... 47 LIST OF TABLES -continued- Page Design 3-B Analysis of Variance of Main Effects (Interaction Present) of Intelligence and Locality in the Total Sample (Adjustment Uncontrolled) ^ Using a Method of Weighted Squares of Means. .................................... 48 Design 4 Analysis of Variance of Main Effects and Interaction Between Adjustment and Locality in the Total Sample ( Intelli­ gence Uncontrolled), Using a Method of Expected Class Numbers. 49 Design 5-A Analysis of Variance of Main Effects and Interaction Between Intelligence and Adjustment in the Kansas Sample, Using a Method of Expected Class Numbers......................... 50 Design 5-B Analysis of Variance of Main Effects of Intelligence and Adjustment in the Kansas Sample (Interaction Present) Using a Method of Weighted Squares of Means............................... 51 Design 6 Analysis of Variance of Main Effects and Interaction Between Intelligence and Adjustment in the Indiana Sample, Using a Method of Expected Class Numbers ........................ 52 Design 7-A Analysis of Variance of Main Effects and Interaction Between Intelligence and Adjustment (Excluding Neurotics) in the Kansas Sample, Using a Method of Expected Class Numbers. •• 53 Design 7-B Analysis of Variance of Main Effects (Interaction Present) of Intelligence and Adjustment (Excluding Neurotics) in the Kansas Sample, Using a Method of Weighted Squares of Means. .......... 54 Design 8-A Analysis of Variance of Main Effects and Interaction Between Intelligence and Adjustment (Excluding Neurotics) in the Indiana Sample, Using a Method of Expected Class Numbers.. 55 Design 8-B Analysis of Variance of Main Effects (Interaction Present) of Intelligence and Adjustment (Excluding Neurotics) in the Indiana Sample, Using a Method of Weighted Squares of Means. ........... 56 Design 9-A Analysis of Variance of Main Effects and Interaction Between Intelligence and Adjustment (Excluding Normals) in the Kansas Sample, Using a Method of Expected Class Numbers. ........ 57 Design 9-B Analysis of Variance of Main Effects (Interaction present) of Intelligence and Adjustment (Excluding Normals) in the Kansas Sample, Using a Method of Weighted Squares of Means .................................. 58

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