Study of the effect on students’ learning mathematics via using different background variables

碩士 === 國立臺中教育大學 === 教育測驗統計研究所 === 99 === This thesis is referred to the measurement structure of the National Assessment Educational Progress (NAEP) to design the test “How to solve the algebra problem?” based on the subjects’ total scores. Then we utilize the one-factor hierarchical item response t...

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Main Authors: Lai, Pei-Chen, 賴培真
Other Authors: Kuo, Bor-Chen
Format: Others
Language:zh-TW
Published: 2011
Online Access:http://ndltd.ncl.edu.tw/handle/76200204606644246738
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spelling ndltd-TW-099NTCTC6290682015-10-28T04:06:47Z http://ndltd.ncl.edu.tw/handle/76200204606644246738 Study of the effect on students’ learning mathematics via using different background variables 不同背景變項對學生數學學習之影響 Lai, Pei-Chen 賴培真 碩士 國立臺中教育大學 教育測驗統計研究所 99 This thesis is referred to the measurement structure of the National Assessment Educational Progress (NAEP) to design the test “How to solve the algebra problem?” based on the subjects’ total scores. Then we utilize the one-factor hierarchical item response theory (HO-IRT) model to analyze the subjects’ total scores and domain scores. We also follow the conceptual questionnaire structure provided by Taiwan Assessment of Student Achievement (TASA) to design the mathematical learning questionnaire which can be categorized to seven classes: sex, family background, family resources, learning after class, parents participated in children education, personal interests, and mathematic test and so on. During the examination, subjects need to fill the questionnaire for the background data collection. In addition, this thesis further analyzes the interaction and statistical analysis between subjects’ questionnaire data and mathematic abilities in five aspects estimated via HO-IRT. Research results show that the Cronbach α coefficient of the “How to solve the algebra problem?” test is 0.823 which means this test has the better reliabilities. Summary of the questionnaire results that if the subject has the following conditions, he/she will have the better learning performance of the mathematical ability. These conditions are 1. living with parents, 2. no limitation for father’s career, mother serves in military, government or educational institution, 3. father has Master, Ph.D. or higher degree, and mother has Bachelor of Science, Master or higher degree, 4. parents can take part in the school activities, 5. to have 26 books or more suitable reading books, 6. to take lessons after school, 7. to discuss the math problems with classmates or family when study, 8. time for watching TV or using internet is less than one hour, and 9. to study more scientific, language/fiction, and historical literatures. Kuo, Bor-Chen Shih, Shu-Chuan 郭伯臣 施淑娟 2011 學位論文 ; thesis 115 zh-TW
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language zh-TW
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description 碩士 === 國立臺中教育大學 === 教育測驗統計研究所 === 99 === This thesis is referred to the measurement structure of the National Assessment Educational Progress (NAEP) to design the test “How to solve the algebra problem?” based on the subjects’ total scores. Then we utilize the one-factor hierarchical item response theory (HO-IRT) model to analyze the subjects’ total scores and domain scores. We also follow the conceptual questionnaire structure provided by Taiwan Assessment of Student Achievement (TASA) to design the mathematical learning questionnaire which can be categorized to seven classes: sex, family background, family resources, learning after class, parents participated in children education, personal interests, and mathematic test and so on. During the examination, subjects need to fill the questionnaire for the background data collection. In addition, this thesis further analyzes the interaction and statistical analysis between subjects’ questionnaire data and mathematic abilities in five aspects estimated via HO-IRT. Research results show that the Cronbach α coefficient of the “How to solve the algebra problem?” test is 0.823 which means this test has the better reliabilities. Summary of the questionnaire results that if the subject has the following conditions, he/she will have the better learning performance of the mathematical ability. These conditions are 1. living with parents, 2. no limitation for father’s career, mother serves in military, government or educational institution, 3. father has Master, Ph.D. or higher degree, and mother has Bachelor of Science, Master or higher degree, 4. parents can take part in the school activities, 5. to have 26 books or more suitable reading books, 6. to take lessons after school, 7. to discuss the math problems with classmates or family when study, 8. time for watching TV or using internet is less than one hour, and 9. to study more scientific, language/fiction, and historical literatures.
author2 Kuo, Bor-Chen
author_facet Kuo, Bor-Chen
Lai, Pei-Chen
賴培真
author Lai, Pei-Chen
賴培真
spellingShingle Lai, Pei-Chen
賴培真
Study of the effect on students’ learning mathematics via using different background variables
author_sort Lai, Pei-Chen
title Study of the effect on students’ learning mathematics via using different background variables
title_short Study of the effect on students’ learning mathematics via using different background variables
title_full Study of the effect on students’ learning mathematics via using different background variables
title_fullStr Study of the effect on students’ learning mathematics via using different background variables
title_full_unstemmed Study of the effect on students’ learning mathematics via using different background variables
title_sort study of the effect on students’ learning mathematics via using different background variables
publishDate 2011
url http://ndltd.ncl.edu.tw/handle/76200204606644246738
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