{"id":{"repo_id":"vt","oai_identifier":"oai:vtechworks.lib.vt.edu:10919/53555"},"canonical_url":"https://search.dev.ndltd.org/etd/vt/oai:vtechworks.lib.vt.edu:10919/53555","repository":{"repo_id":"vt","name":"Virginia Tech","base_url":"https://vtechworks.lib.vt.edu/oai/request"},"display":{"title":"A test of Frederic Lord's premise relative to formula scoring","abstract":"Although formula scoring has been used since the early 1900s, it was not until 1975 that Frederic Lord offered the following potential psychometric justification for its use: If under formula-scoring directions an examinee omits only those items which would result in completely random guesses under number-right scoring directions, then the formula score will be a more efficient estimator of the examinee's standing on the trait measured. Whenever the number of omissions is greater than zero, the formula score will be more reliable than the number-right score. The purpose of this study was to test the premise that examinees omit only those items for which they have no knowledge when taking a test under formula-scoring directions. Several studies had been carried out previously to test this premise, and the design used in this study was a synthesis of the previous designs. Included in this study was an investigation of examinees' responses, under formula-scoring directions, to items that were constructed to be obscure. Also examinees responded to questions about their attitudes towards formula-scored tests and their strategies when taking formula-scored tests. Because of the results of the test of Lord's premise, also included in this study was a further investigation of omissiveness, the tendency to omit items under formula-scoring directions. Item difficulty and item omissions were examined relative to Lord's premise. A variable, called L for convenience, was computed for each item in order to find to what extent responses to test items support Lord's premise. Finally, the possibility of misinformation producing a counter effect to inappropriate omissions relative to Lord's premise was investigated.","abstract_html":"Although formula scoring has been used since the early 1900s, it was not until 1975 that Frederic Lord offered the following potential psychometric justification for its use: If under formula-scoring directions an examinee omits only those items which would result in completely random guesses under number-right scoring directions, then the formula score will be a more efficient estimator of the examinee&#x27;s standing on the trait measured. Whenever the number of omissions is greater than zero, the formula score will be more reliable than the number-right score. The purpose of this study was to test the premise that examinees omit only those items for which they have no knowledge when taking a test under formula-scoring directions. Several studies had been carried out previously to test this premise, and the design used in this study was a synthesis of the previous designs. Included in this study was an investigation of examinees&#x27; responses, under formula-scoring directions, to items that were constructed to be obscure. Also examinees responded to questions about their attitudes towards formula-scored tests and their strategies when taking formula-scored tests. Because of the results of the test of Lord&#x27;s premise, also included in this study was a further investigation of omissiveness, the tendency to omit items under formula-scoring directions. Item difficulty and item omissions were examined relative to Lord&#x27;s premise. A variable, called L for convenience, was computed for each item in order to find to what extent responses to test items support Lord&#x27;s premise. Finally, the possibility of misinformation producing a counter effect to inappropriate omissions relative to Lord&#x27;s premise was investigated.","abstract_has_math":false,"creators":["Koball, Elizabeth H."],"institution":"Virginia Polytechnic Institute and State University","degree_name":"Ph. D.","degree_level":"doctoral","degree_discipline":"Educational Research","degree_department":"Educational Research","school":null,"contributors":[],"advisors":[],"committee_chairs":["Cross, Lawrence H."],"committee_members":["Frary, Robert B.","Hereford, Karl T.","Schulman, Robert S.","Wolfle, Lee M.","Robertson, James I. 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Whenever the number of omissions is greater than zero, the formula score will be more reliable than the number-right score. The purpose of this study was to test the premise that examinees omit only those items for which they have no knowledge when taking a test under formula-scoring directions. Several studies had been carried out previously to test this premise, and the design used in this study was a synthesis of the previous designs. Included in this study was an investigation of examinees' responses, under formula-scoring directions, to items that were constructed to be obscure. Also examinees responded to questions about their attitudes towards formula-scored tests and their strategies when taking formula-scored tests. Because of the results of the test of Lord's premise, also included in this study was a further investigation of omissiveness, the tendency to omit items under formula-scoring directions. Item difficulty and item omissions were examined relative to Lord's premise. 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Several studies had been carried out previously to test this premise, and the design used in this study was a synthesis of the previous designs. Included in this study was an investigation of examinees' responses, under formula-scoring directions, to items that were constructed to be obscure. Also examinees responded to questions about their attitudes towards formula-scored tests and their strategies when taking formula-scored tests. Because of the results of the test of Lord's premise, also included in this study was a further investigation of omissiveness, the tendency to omit items under formula-scoring directions. Item difficulty and item omissions were examined relative to Lord's premise. A variable, called L for convenience, was computed for each item in order to find to what extent responses to test items support Lord's premise. 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