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1

Dickerson, David S. "High school mathematics teachers' understandings of the purposes of mathematical proof." Related electronic resource: Current Research at SU : database of SU dissertations, recent titles available full text, 2008. http://wwwlib.umi.com/cr/syr/main.

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2

Abdeljaber, Soha R. "High school mathematics teachers' perceptions of mathematics education in northwest Florida." Thesis, University of Phoenix, 2015. http://pqdtopen.proquest.com/#viewpdf?dispub=3731744.

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In the United States, high school students have performed lower in mathematics than all the industrialized countries since the First International Study was administered in 1964. Studies revealed that a large number of high school graduates are not proficient in mathematics and are not ready for college mathematics or the workforce. This qualitative research intended to answer the question of why the U.S. high school students underperform in mathematics through teacher perceptions on the current curriculum and methods of instruction used in high school mathematics classes. The question was answered by exploring the perceptions of 12 high school mathematics teachers in northwest Florida through a survey of 16 open-ended questions and a focus group discussion that guided the research. Furthermore, the survey and focus group data were triangulated with teacher artifacts that included lesson plans. This resulted in an aggregate of 15 themes that included time, professional development, gap in the students’ knowledge, student encouragement, application to real world, resources, rigor, student encouragement, teacher collaboration, student ownership, standardized testing, traditional teaching, too many topics, two-tracks courses, practice and mental math, and student collaboration.

The findings of this research support the need to provide teachers with more time to teach, plan, and collaborate. Teachers also need more support from the educational leaders to provide professional development that will help teachers apply real-world, collaborative learning, and move away from the current traditional teaching that most of the participating teachers in this study prefer.

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3

Raghavan, Prasannakumary. "Social constructivist mathematics education in a Ciskeian secondary school classroom." Thesis, Rhodes University, 1994. http://hdl.handle.net/10962/d1003652.

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The researcher's experience as a high school mathematics teacher in several African countries convinced her that a good number of mathematics learners exhibit serious difficulties in conceptualising mathematics properly. Her experience in teaching the subject in the Ciskei since 1990 reinforced this conviction. The researcher's natural curiosity to probe into the causes of the poor state of mathematics education in the region served as the springboard into her investigation. Her thoughts developed in line with the emerging educational theories of social constructivism. This provided a conceptual framework for the solution of the problem, the feasibility of which was put to test practically in a Ciskeian classroom. She explicates that the difficulties experienced by the pupils in conceptualising mathematics are philosophically deep rooted and latent in the present system of mathematics education itself, which, in Ciskei, impedes the learners' conceptualisation owing to numerous problems related to their linguistic and cultural situatedness. In the analysis of the present system of mathematics education in the Ciskei she reviews a few recently published mathematics text books in the context of the topics chosen for her research study. The results of her classroom investigation establish that a possible solution to the problem lies in the social constructivist teaching approaches.
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Saintine, Thierry. "Mathematics Confidence in an Urban High-School: Black students' perception of mathematics education." Diss., Temple University Libraries, 2017. http://cdm16002.contentdm.oclc.org/cdm/ref/collection/p245801coll10/id/444144.

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Urban Education
Ph.D.
This was an investigation of students’ mathematics confidence and how it is shaped by their accumulated experiences in mathematics education, and informs their view of the purpose of mathematics in their current and envisioned lives. There is no shortage of studies on black students’ poor performance in mathematics education and its seeming persistence in spite of reform initiatives and policy changes. Conversely, there is a dearth of studies in the field on high achieving black students and the construction of their mathematics identities. Some scholars have argued that the plenitude of data on the failure of black students in mathematics education has contributed to mainstream beliefs of a racial hierarchy of mathematics ability in America. This perception has not only shaped attitudes and behaviors of educational scholars, policymakers, practitioners, but it has contributed to the alienation of many students from the community of “doers of mathematics.” In an effort to combat the pervasiveness of race-based beliefs of math ability, some researchers in the field of mathematics have advocated for the need to refocus research on better understanding students’ mathematics identity and its relationship to their performance. In light of this, this study, using ethnographic methods, examined the mathematics confidence—a subset of mathematics identity—of a group of seniors enrolled in honor’s pre-calculus at an under resourced urban comprehensive high school. Data collected and analyzed for this study showed that participants, in spite of a history of mostly success in math and despite being socialized to view the classroom as opportunity to challenge disparaging views of African Americans, refused to seek or claim membership to the community of math people. This study provides new insights into black students’ perception of and sense of belongingness to mathematics, and its potential impact on their academic and economic prospects.
Temple University--Theses
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5

Stratton, Piper I. "Highly Effective Instructional Practices in High School Mathematics Classes." Thesis, National-Louis University, 2015. http://pqdtopen.proquest.com/#viewpdf?dispub=3683746.

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Abstract Over 40 years of research, three categories of instructional practices are consistently shown to enhance student achievement, including (a) Evidence-based (EB) Strategy Instruction, (b) Feedback, and (c) Formative Assessment. It was the hypothesis of this study that Grade 9 Algebra 1 classrooms do not routinely use these EB practices to enhance their instruction. Data was collected from 12 Algebra 1 classrooms utilizing a researcher developed systematic observation tool featuring highly effective instructional practices from the 2001 Marzano, Pickering, and Pollack and 2009 Hattie meta-analyses. Study results suggested that the frequency of EB instructional practices varied remarkably among teachers. However, the preponderance of teaching time was spent in two forms of practice with little time devoted to other EB strategies and informal formative assessment practices often lacked variety and depth. Last, the frequency or type of EB instructional practices used did not differ between classes designed for students with average math skills compared to classes designed for lower skilled students. Recommended methods for increasing the widespread use of highly effective EB instructional practices included: (a) system-wide improvements in pre-service teacher training in highly effective instructional practices, (b) more effective on-the-job professional development and implementation practices, and (c) the use of structured professional learning communities focused on improving pedagogy.

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6

Ditrick, Leslie K. "I Can't Do Math! Reflections on Mathematics Anxiety in Secondary Schools." Kent State University Honors College / OhioLINK, 2018. http://rave.ohiolink.edu/etdc/view?acc_num=ksuhonors1523823170836094.

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7

Elgar, Emma S. "An examination of the uses of technology in secondary school mathematics instruction." Scholarly Commons, 2005. https://scholarlycommons.pacific.edu/uop_etds/2453.

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This study was conducted to examine how secondary school mathematics teachers and students use computer and calculator technologies in their classes/courses. Because of rigorous implementation of the California mathematics content standards, this study was also conducted in order to find out the role of technology in teaching mathematics. The study employed both quantitative and qualitative methods of research. This study utilized teacher surveys and interviews with school principals/vice principals. Seventh to twelfth grade mathematics teachers from public schools in California Central Valley School Districts were chosen as survey respondents. Twelve senior high schools (9th–12th grades) and eleven middle schools (7th–8th grades)/middle schools integrated in elementary schools (K–8th grades) participated in the study. Data collected through the survey were analyzed using Microsoft Excel and the Statistical Packages of Social Sciences (SPSS) on a personal computer. Means, standard deviations, and percentages were computed for the appropriate survey item. Face to face interviews were conducted with principals/vice principals of the schools where teachers participated in the survey. From the twenty-three schools that participated, this researcher was able to interview twenty-four principals/vice principals. Interviews were tape-recorded and field notes were taken. This study found that the availability of technology and resources does not guarantee that these resources will be used in mathematics teaching and learning. All of the high schools that participated were recipients of the Digital High School Grants. However, because of California budget crisis, funding for teacher training was discontinued. Some of the barriers that prevented teachers from incorporating computer technology into their courses were: lack of mathematics software that meet the content standards; rigid implementation of California content standards; teachers needed time to plan and develop their lessons; the need for technology training on instructional software and budgetary problems to purchase software and upgrade existing hardware.
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Marshall, Gerald L. Rich Beverly Susan. "Using history of mathematics to improve secondary students' attitudes toward mathematics." Normal, Ill. Illinois State University, 2000. http://wwwlib.umi.com/cr/ilstu/fullcit?p9995668.

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Thesis (Ph. D.)--Illinois State University, 2000.
Title from title page screen, viewed May 4, 2006. Dissertation Committee: Beverly S. Rich (chair), Michael Marsalli, Edward S. Mooney. Includes bibliographical references (leaves 89-124) and abstract. Also available in print.
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9

Shildneck, Barry P. "Female Students and Achievement in Secondary School Mathematics." Digital Archive @ GSU, 2009. http://digitalarchive.gsu.edu/msit_diss/59.

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Achievement and the experiences of women in secondary school mathematics have been well documented in the research literature (e.g., Benbow & Stanley, 1980, 1983; Tartre & Fennema, 1995; Sherman, 1982; Ryckman & Peckham, 1987; Keller & Dauenheimer, 2003). With respect to achievement, the research literature primarily focuses on how women are deficient to men (e.g., Benbow & Stanley, 1980, 1983) and the roles affective attributes (e.g., Sherman, 1982; Fennema, Petersen, Carpenter & Lubinski, 1990) and stereotype threat (e.g., Quinn & Spencer, 2001; Steele & Aronson, 1995) have played in women’s deficiencies. Despite the perspective and nature of this research, there are, however, women who have achieved at extraordinarily high levels in the secondary mathematics classroom. It is important to examine this historical research as it has impacted the views of teachers, researchers, and media with regard to female mathematics students’ opportunities. By reflecting upon the research literature and its far reaching impacts, high-achieving women in mathematics can begin to reverse the perceptions that limit their opportunities. Thus, the purpose of this study was to explore, through the experiences and stories relayed by the study’s participants, how young women might negotiate the (historic all male) mathematics domain. Employing a qualitative research designed within a phenomenological framework and analyzed through a combination of postmodern and standpoint feminisms, I examined the stories of four undergraduate female students who were identified as being high-achieving in secondary school mathematics. These young women, by reflecting upon their secondary school experiences, and by reflecting upon their experiences within the context of the existing research literature, not only identified the aspects of their lives they felt had the greatest impact upon their opportunities but also examined their personal definitions of success and the impacts their gender had on their (socially defined) achievements within secondary school mathematics.
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Gardner, Kimberly D. "Investigating Secondary School Students' Experience of Learning Statistics." Digital Archive @ GSU, 2008. http://digitalarchive.gsu.edu/msit_diss/30.

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Although more students are taking courses in statistics before leaving high school, the research base on teaching and learning statistics at the high school level has not accumulated as rapidly (Garfield & Chance, 2000). Very little is known about how secondary school students learn statistics, how the misconceptions they bring to the subject impede their learning, and what should be taught or assessed (Watson & Callingham, 2003). Studies that have investigated these issues tend to focus on the K-5, undergraduate, and graduate levels of education (Groth, 2003). Therefore, more research is needed at the secondary level (Garfield & Chance, 2000). The purpose of this qualitative investigation is to examine how secondary school students' approaches to learning relate to how they assign meaning to statistics. Phenomenography (Marton & Booth, 1997) is the theoretical orientation that frames the study, and it examines the role human experience plays in learning, by reporting variations in the ways participants experience a phenomenon (Dall'Alba & Hasselgreen, 1996). The research questions for the study were: 1) What are the different ways high school students define statistics? 2) What are the different ways high school students learn statistics? 3) What are the different ways students experience learning statistics? The nine participants in the study were high school graduates who completed a course in Statistics or Advanced Placement Statistics while enrolled in high school in a suburban area in the southeast. Data sources were semi-structured interviews and journaling. Using phenomenographic methodology, students' descriptions of the experience of learning were analyzed and coded. An outcome space of the collective experiences was constructed. A hierarchical relationship between students' approach to learning and their learning strategies was found. Also, a hierarchical relationship between students' approaches to learning and the meaning they assigned to statistics was found.
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Scoggins, C. "Professional development in elementary school mathematics." ScholarWorks, 2010. https://scholarworks.waldenu.edu/dissertations/817.

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This study was an investigation of mathematics instruction and professional development at a rural elementary school. The Department of Education in a southern U.S. state implemented a new curriculum in 2007 that required major changes in mathematics instruction. The problems were that teachers engaged in different levels of training and many students experienced a decline in mathematics scores on the Criterion-Referenced Competency Test (CRCT). The historical learning theories of Piaget and Vygotsky framed the study. The guiding questions focused on how to improve mathematics instruction through professional development for teachers. Nine elementary school educators served as purposefully selected participants. The research design was a case study that included triangulation of data from teacher interviews, a research journal, and documents such as lesson plans. Open coding and selective analysis generated 9 themes and 9 subthemes to answer the guiding questions. Findings showed that participants believed content and pedagogy should be addressed through professional development led by teachers themselves. Additional findings were that teachers valued collaboration, literature and research, observation, vertical alignment, engagement, relevance, and support. Results were used to guide the design of a mathematics professional development program (MPDP), a collection of relevant tasks, literature, and online resources geared toward improving teachers' content and pedagogical knowledge. The MPDP is immediately applicable in an elementary school setting. The implications for positive social change include better mathematics instruction that will prepare U.S. students to compete in the modern economy and world of mathematical and scientific advances.
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12

Wolfe, Kristen E. "The Core Plus Mathematics Project and high school students' mathematics achievement." Cleveland, Ohio : Cleveland State University, 2008. http://rave.ohiolink.edu/etdc/view?acc_num=csu1216499106.

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Thesis (M.Ed.)--Cleveland State University, 2008.
Abstracts. Title from PDF t.p. (viewed on Jan. 29, 2009). Includes bibliographical references (p. 22-23). Available online via the OhioLINK ETD Center. Also available in print.
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13

Scott, April. "Block Scheduling and Students' Achievement in Mathematics in a Selected Nebraska School District." Thesis, University of South Dakota, 2017. http://pqdtopen.proquest.com/#viewpdf?dispub=10638508.

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The sixth grade is very important for education stakeholders, as it marks the beginning of the transition period for students to high school. No consensus has been reached so far among scholars on whether block scheduling is the best way to provide students the time that is necessary to facilitate effective learning and the retention of knowledge.

The purpose of this quasi causal-comparative, ex-post facto study was to determine the effectiveness of block scheduling in improving the mathematical performance of sixth-grade students by using data from a selective Nebraska public school system regarding the performance of its sixth-grade students on their state assessment evaluation scores in traditional and nontraditional schedules. The researcher analyzed the results of a mathematics assessment from one school in the Nebraska public school system, using data from learners at the sixth-grade level as the specific purposeful sample. The results indicated that there were no significant differences found in student mathematical proficiency scores for each type of scheduling. This suggests that the type of scheduling of mathematics courses does not influence a student’s mathematical achievement. This conclusion also held true when comparing the students of various races, free or reduced lunch status, and genders. Due to limitations including missing data and an intermittent block schedule, the researcher cannot conclude that block scheduling improves academic performance; further studies are recommended.

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Merrill, Christopher P. "Effects of integrated technology, mathematics, and science education on secondary school technology education students." Connect to resource, 2000. http://rave.ohiolink.edu/etdc/view?acc%5Fnum=osu1242752381.

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15

Mavis, Joni E. "Journal Writing in the Secondary Mathematics Classroom." Defiance College / OhioLINK, 2005. http://rave.ohiolink.edu/etdc/view?acc_num=def1281623548.

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16

Vaughn, Christy H. "Middle School Mathematics Students' Perspectives on the Study of Mathematics." ScholarWorks, 2011. https://scholarworks.waldenu.edu/dissertations/980.

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This qualitative study addressed the perceptions toward the study of mathematics by middle school students who had formerly been in a remedial mathematics program. The purpose of the study was to explore the past experiences of nine students in order to determine what is needed for them to feel successful in mathematics. The conceptual framework of the study was grounded in philosophies of motivation, including achievement goal theory, self-worth theory, self-efficacy theory, expectancy-value theory, and attribution theory. The study used a phenomenological research design to answer the key research question, which focused upon the experiences of students and the meaning that was given to these experiences. Data were collected and analyzed from individual interviews with 9 students and a focus group session. The findings of the study revealed that participants' past experiences influenced their current attitudes about the study of mathematics. Perceptions of mathematical ability, history of success or failure with grades, and the influence of the teacher and peers in the learning environment most influenced students' attitudes about mathematics. Moreover, current feelings impact the degree to which a student puts forth effort in the study of mathematics, and the relationship with the mathematics teacher had the greatest impact on student attitudes. To improve the perceptions that students have about the study of mathematics, expanded professional development opportunities may bring increased awareness of students' perceptions of the study of mathematics, and develop remedial mathematics programs that remove the negative stigma associated with them. The research study could lead to social change as its purpose is to improve student achievement in mathematics through changes in the remedial mathematics program.
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Miller, Roslyn B. "Relationships of home, student, school, and classroom variables with mathematics achievement." Thesis, Mississippi State University, 2017. http://pqdtopen.proquest.com/#viewpdf?dispub=10243709.

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This study used the TIMSS 2011 International Database to investigate predictors of 8th-grade mathematics achievement across three countries that represent a wide range of cultures and levels of mathematics achievement: Chinese Taipei, Ghana, and the United States. A review of literature on predictors of mathematics achievement yielded variables in four major contexts of learning—a student’s home, beliefs, school, and classroom. The variables of home that were investigated are home possessions for learning, parent education, and parents’ expectations and involvement in their children’s education. The variables of student beliefs were self-confidence in mathematics and the value of mathematics. The variables of school were school climate, school resources, administrator leadership, and school socioeconomic status. Finally, the variables of the classroom are access and equity, curriculum, tools and technology, assessment, and teacher professionalism.

A 2-level hierarchical linear model was used to investigate relationships between the predictors for learning mathematics and 8th-grade mathematics achievement. Level 1 represented the relationships among the student-level variables, and Level 2 represented the school-level variables.

In Chinese Taipei, statistically significant predictors of mathematics achievement in the final model included variables from the domains of home resources, student beliefs, school climate, and school socioeconomic status. In Ghana, both student-beliefs variables had statistically significant relationships with mathematics achievement, and one school climate and one school socioeconomic status variable each was found statistically significant. The U.S. had statistically significant predictors in the domains of home resources, student beliefs, school socioeconomic status, classroom-level access and equity, classroom assessment, and teacher professionalism.

This study extends previous research in several ways. It includes a review of classic and recent literature regarding predictors of mathematics achievement; 17 scales using the Rasch partial credit model were developed to measure predictors of mathematics achievement; and the results of this study may be used to examine the relationships between the independent variables of this study and middle-grades mathematics achievement in countries similar to the 3 in this study to reinforce and support variables that contribute to student achievement.

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18

Knott, Axanthe. "The process of mathematisation in mathematical modelling of number patterns in secondary school mathematics." Thesis, Stellenbosch : Stellenbosch University, 2014. http://hdl.handle.net/10019.1/96027.

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Thesis (MEd)--Stellenbosch University, 2014.
ENGLISH ABSTRACT: Research has confirmed the educational value of mathematical modelling for learners of all abilities. The development of modelling competencies is essential in the modelling approach. Little research has been done to identify and develop the mathematising modelling competency for specific sections of the mathematics curriculum. The study investigates the development of mathematising competencies during the modelling of number pattern problems. The RME theory has been selected as the theoretical framework for the study because of its focus on mathematisation. Mathematising competencies are identified from current literature and developed into models for horizontal and vertical (complete) mathematisation. The complete mathematising competencies were developed for number patterns and mapped on a continuum. They are internalising, interpreting, structuring, symbolising, adjusting, organising and generalising. The study investigates the formulation of a hypothetical trajectory for algebra and its associated local instruction theory to describe how effectively learning occurs when the mathematising competencies are applied in the learning process. Guided reinvention, didactical phenomenology and emergent modelling are the three RME design heuristics to form an instructional theory and were integrated throughout the study to comply with the design-based research’s outcome: to develop a learning trajectory and the means to support the learning thereof. The results support research findings, that modelling competencies develop when learners partake in mathematical modelling and that a heterogeneous group of learners develop complete mathematising competencies through the learning of the modelling process. Recommendations for additional studies include investigations to measure the influence of mathematical modelling on individualised learning in secondary school mathematics.
AFRIKAANSE OPSOMMING: Navorsing steun die opvoedkundige waarde van modellering vir leerders met verskillende wiskundige vermoëns. Die ontwikkeling van modelleringsbevoegdhede is noodsaaklik in 'n modelleringsraamwerk. Daar is min navorsing wat die identifikasie en ontwikkeling van die bevoegdhede vir matematisering vir spesifieke afdelings van die wiskundekurrikulum beskryf. Die studie ondersoek die ontwikkeling van matematiseringsbevoegdhede tydens modellering van getalpatrone. Die Realistiese Wiskundeonderwysteorie is gekies as die teoretiese raamwerk vir die studie, omdat hierdie teorie die matematiseringsproses sentraal plaas. Matematiseringsbevoegdhede vanuit die bestaande literatuur is geïdentifiseer en ontwikkel tot modelle wat horisontale en vertikale (volledige) matematisering aandui. Hierdie matematiseringsbevoegdhede is spesifiek vir getalpatrone ontwikkel en op ‘n kontinuum geplaas. Hulle is internalisering, interpretasie, strukturering, simbolisering, aanpassing, organisering en veralgemening. Die studie lewer die formulering van ‘n hipotetiese leertrajek vir algebra, die gepaardgaande lokale onderrigteorie en beskryf hoe effektiewe leer plaasvind wanneer die ontwikkelde matematiseringsbevoegdhede volledig in die leerproses toegepas word. Die RME ontwikkellingsheuristieke, begeleidende herontdekking, didaktiese fenomenologie en ontluikende modellering, is geïntegreer in die studie sodat dit aan die uitkoms van ‘n ontwikkelingsondersoek voldoen. Die uitkoms is ‘n leertrajek en ‘n beskrywing hoe die leerproses ondersteun kan word. Die analise het tot die formulering van ‘n lokale-onderrig-teorie vir getalpatrone gelei. Die resultate van die studie kom ooreen met navorsingsbevindings dat modelleringsbevoegdhede ontwikkel wanneer leerders deelneem aan modelleringsaktiwiteite, en bewys dat ‘n groep leerders met gemengde vermoëns volledige matematiseringsbevoegdhede ontwikkel wanneer hulle deur die modelleringsproses werk. 'n Aanbeveling vir verdere navorsing is om die uitwerking van die modelleringsperspektief op individuele leer in hoërskool klaskamers te ondersoek.
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Sinkinson, Anne. "The transition from concrete activities to formalisation in secondary school mathematics." Thesis, University of East Anglia, 1998. http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.267776.

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Koebley, Sarah Cotton. "Dimensions of social capital among high school mathematics teachers." Thesis, Kent State University, 2014. http://pqdtopen.proquest.com/#viewpdf?dispub=3618879.

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This study sought to uncover teacher perceptions of social capital within a high school mathematics department utilizing a research design that acknowledged the complex environment faced by high school teachers and their subsequent interpretations of how and from whom they sought access to professional resources. Through an analysis of narratives captured as teachers interviewed one another in strong-tie pairs, the study identified the elements of social capital which were central to the professional lives of high school mathematics teachers. Narrative analysis revealed that the group, situated in an urban setting, was able to define issues around trust and structure within their network. There was significantly less discussion or acknowledgement of the remaining dimensions of social capital: level of professional expertise within their group, and the depth or content of their professional interactions. Teachers had no vocabulary, interactional routines, norms or other tools to assist in the analysis of these key social capital resources.

The study found that there is a need for an additional dimension to be included in existing social capital models. Defined as “Group Self-Knowledge”, I describe this construct as a way for teacher networks to detect, define and assess their own capacity for change and innovation. The ability of a network to assess its social capital is described as necessary in determining specific needs for professional development resources, and in aligning those needs with the resources (physical, human or social capital) that are most likely to lead to conditions in which a network could learn, adapt, grow and change. Social capital models offer constructs which can assist in social capital analysis, and which could lead to significant impacts on educational organizations: a "systems" view that privileges the knowledge of the group and disrupts teachers' tendency towards individualism, presentism and conservatism (Lortie, 1975); an expectation of professionalism, creativity and problem-solving from the teachers within the system; a shift away from a deficit model of teaching towards a vision of educational systems as collections of assets; and an educational model that operates from a standpoint of reinvestment and re-cycling of vital resources back into itself.

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Stickles, Paula R. "An analysis of secondary and middle school teachers' mathematical problem posing." [Bloomington, Ind.] : Indiana University, 2006. http://gateway.proquest.com/openurl?url_ver=Z39.88-2004&rft_val_fmt=info:ofi/fmt:kev:mtx:dissertation&res_dat=xri:pqdiss&rft_dat=xri:pqdiss:3219902.

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Thesis (Ph.D.)--Indiana University, School of Education, 2006.
Source: Dissertation Abstracts International, Volume: 67-06, Section: A, page: 2088. Adviser: Frank K. Lester. "Title from dissertation home page (viewed June 21, 2007)."
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Vens, Kasey. "The Creativity of Junior High and High School Mathematics Teachers." University of Toledo / OhioLINK, 2019. http://rave.ohiolink.edu/etdc/view?acc_num=toledo1556720360353196.

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Jones, Adrian. "Secondary School Mathematics Teachers' Views of Manipulatives and Their Use in the Classroom." Thesis, Université d'Ottawa / University of Ottawa, 2010. http://hdl.handle.net/10393/12913.

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Mathematical manipulative materials (manipulatives) invite students to explore and represent abstract mathematical concepts in varied, concrete, tactile, and visually rich ways. Considering the prominence of the use of mathematical manipulatives in current K-12 curricula, pedagogical resources and professional development, research studies show that few secondary school teachers use them. While these studies do not examine this issue from the teachers’ perspective, they posit that some teachers lack the mathematical knowledge connected to manipulatives, are uncomfortable with or uncertain how to use them, or do not believe that manipulatives have value in the teaching of secondary school mathematics. As a result there is a great need for research that provides further detail as to why and how secondary school mathematics teachers use manipulatives in their classrooms. This study, guided by the research questions: ‘How do secondary school teachers view the use of manipulatives in teaching mathematics?’ and ‘How do secondary school teachers describe their use of manipulatives in teaching mathematics?’, sought to examine these issues through semi-structured interviews with six secondary school mathematics teachers. This study supports the notion that the use of manipulatives in secondary school mathematics classrooms is influenced by teachers' views and experience with manipulatives. It highlights some of the challenges that teachers face, and supports from which they gain confidence and competence in their efforts to integrate the use of mathematical manipulatives into their teaching practice.
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Principato, Angela M. "Readin', Writin', an' 'Rithmetic| Literacy Strategies in High School Mathematics." Thesis, Wayne State University, 2017. http://pqdtopen.proquest.com/#viewpdf?dispub=10257666.

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Stagnant growth on national standardized tests in mathematics and reading and a focus on disciplinary literacy in the Common Core State Standards in ELA, history/social studies, science, and technical subjects has prompted a resurgence in utilizing literacy strategies in the content areas in high school. While literacy standards in mathematics are not explicitly identified in the Common Core State Standards, there may be a place for the use of literacy strategies in high school mathematics. This study explored the relationships between students’ mathematics and reading achievement scores at a small, suburban high school and the implementation of a school wide literacy program to inform curriculum development and instructional strategies.

The reading and mathematics achievement of students in ninth through eleventh grade was retroactively analyzed to identify changes in student achievement over a two-year period. In the first year, the ninth grade cohort showed statistically significant improvement on both measures of mathematics achievement. Within this ninth grade cohort, students who qualified for free lunches also saw statistically significant improvement in mathematics. None of the other groups showed improvement on both measures of mathematics achievement or reading achievement. In the second year, both the ninth and tenth grade cohorts showed statistically significant increases on both mathematics and reading achievement. Within each of these grade level cohorts, females and white students also saw statistically significant increases in both mathematics and reading. The eleventh grade cohort did not have any significant increases on either measure. On the state top-to-bottom ranking, this high school has moved from the 4 th percentile to the 25th percentile during the implementation of the school wide literacy program.

While national standardized tests have shown little to no improvement over the last several administrations, this small, suburban high school has seen continued growth over the last several years. Though the results of this study cannot be used to determine a causal relationship between the implementation of literacy strategies and the academic achievement of students in either mathematics or reading, it does provide a case for further investigation into such a relationship.

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Hamburg, Maryanna P. "Financial Mathematical Tasks in a Middle School Mathematics Textbook Series: A Content Analysis." University of Akron / OhioLINK, 2009. http://rave.ohiolink.edu/etdc/view?acc_num=akron1258164585.

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26

Hallagan, Jean Elizabeth Masingila Joanna O. "Teachers' models of student responses to middle school algebraic tasks." Related Electronic Resource: Current Research at SU : database of SU dissertations, recent titles available full text, 2003. http://wwwlib.umi.com/cr/syr/main.

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27

Ng, Yui-kin, and 吳銳堅. "Computers, Gödel's incompleteness theorems and mathematics education: a study of the implications of artificialintelligence for secondary school mathematics." Thesis, The University of Hong Kong (Pokfulam, Hong Kong), 1994. http://hub.hku.hk/bib/B31957419.

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28

Nna, Emmanuel Chibor. "Pupils' measurement estimation ability and strategies, and reasonableness in secondary school mathematics." Thesis, King's College London (University of London), 1988. http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.321211.

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29

Ballard, Jack. "Anti-racist Leadership in a High-Performing Public High School| A Design-Based Study of Detracking Mathematics." Thesis, San Francisco State University, 2018. http://pqdtopen.proquest.com/#viewpdf?dispub=10838517.

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Creekside High School is a high-performing public high school where students who are not White or Asian face a racialized school environment. This dissertation examines the school’s initiative to detrack its ninth grade Algebra class. Detracking is the process of placing students in heterogeneous classes instead of grouping students by ability. The framework of design-based research was adopted to perform this study. Design-based research places the researcher and practitioners in collaboration working to iteratively design interventions. Chapter Two is a qualitative study that examined the perceptions of tracking shared by teachers and the community. This study found that the community holds many misperceptions about detracking due to lack of communication from the school and the district. However, the study also found a small group who want to build more equitable solutions. Chapter Three is a quantitative study of student outcomes. There was a slight drop in student grades between the tracked course and the detracked course with no drop in exam scores. Furthermore, students in the detracked course were more successful in their subsequent Geometry courses. Chapter 4 is qualitative study of pedagogy and teacher perceptions. Pedagogy changed during the detracking process. The tracked course was very teacher-centered, and the rigor was not universal due to there being two levels of Algebra. During the first year of the detracked course, the course became much more student-centered, and the average level of rigor increased. However, for advanced students, rigor and challenge were missing, and this was an area of focus for the second year. Teacher perceptions also changed throughout the process. The teachers on the team have grown into viewing Mathematics as an interconnected, non-linear system of thought and have moved beyond questioning detracking to developing solutions. Chapter Five is a qualitative study synthesizing all of the data collected in Chapters Two through Four. These data were used to propose a leadership framework called Critical Design-Based School Leadership. Critical refers to the use of a critical lens focused on equity and Design-Based refers to the use of design-based research techniques as the mechanism for school leadership.

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Richardson, Connie J. "Impact of Increased High School Mathematics Requirements on College Entrance Exam-Taking and Scores." Thesis, University of North Texas, 2020. https://digital.library.unt.edu/ark:/67531/metadc1703344/.

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Research shows that students who take advanced mathematics courses perform better on measures of college readiness than students who take less rigorous courses. However, no clear effect has been shown on requiring all students to take more advanced courses. This study examined whether increases in the number and level of mathematics courses required for high school graduation have resulted in increased levels of college aspirations and preparedness. Specifically, twenty years of data from a rural school district in Texas were analyzed to determine whether the impact on college entrance exam-taking and performance differed by the mathematics requirements in effect for each class. Logistic and linear regression modeling revealed no statistically significant effect of higher requirements. And while overall results by gender and race mirrored previous research, with males tending to have higher scores than females and White students tending to score higher than African-American and Latinx students, the increased requirements were not associated with any mitigation in these inequities.
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Choi, Chi-shing Jimmy. "The integration of civic education and mathematics education : a case study in a Hong Kong secondary school /." Hong Kong : University of Hong Kong, 1999. http://sunzi.lib.hku.hk/hkuto/record.jsp?B21304713.

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32

Campbell, Danielle Holmes. "Integrating the Common Core State Standards for Mathematics in a Secondary School." ScholarWorks, 2017. https://scholarworks.waldenu.edu/dissertations/5000.

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The problem that anchored this study was district leaders' and administrators' lack of clarity regarding teacher concerns about the Common Core State Standards for Mathematics (CCSSM) implementation in high school math. The purposes of the study were to (a) examine the perception of high school math teachers regarding the barriers for successfully implementing the CCSSM, and (b) to elicit recommendations for teacher preparation. Ely's theory of change was utilized to relate the entity of the CCSSM to this new shift in education. To better understand this phenomenon, 2 research questions accompanied this study. The research questions were geared to not only understanding teacher perceptions but also discovering strategies to assist educators with implementing the new CCSSM. Using purposeful sampling, 5 participants participated in this case study; the data collection components were an open-ended survey, interviews, and field notes. Data were analyzed by hand, using inductive reasoning and the process of coding to determine themes. The results indicated that teachers needed to know more about the standards and needed the time to gain this efficacy. Based on the themes of the study, a professional development was chosen to represent the project. Implications for positive social change are to bring awareness to teachers who are implementing the CCSSM in secondary schools, by ensuring teachers articulate consistent conversations with stakeholders, gain a form of self-efficacy, and think not only procedurally but conceptually to implement the standards. Teachers will acquire knowledge and skills to effectively educate students to become thinkers and problem solvers. This outcome will contribute to the development of college and career ready individuals.
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Aretorn, Lena. "Mathematics in the Swedish Upper Secondary School Electricity Program : A study of teacher knowledge." Licentiate thesis, Umeå universitet, Institutionen för naturvetenskapernas och matematikens didaktik, 2012. http://urn.kb.se/resolve?urn=urn:nbn:se:umu:diva-55548.

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Mathematical knowledge is often a prerequisite for students at Swedish upper secondary vocational programs to be able to study vocational courses, for example electricity courses in the Electricity Program. Electricity Program students study mathematics in their electricity courses as well as in their mathematics course. The mathematics in those two settings has a different character. A goal of this thesis is to investigate what constitutes that character. In this study three mathematics and five electricity teachers have been interviewed about how they would explain three mathematical electricity tasks to students on the Electricity Program. Teacher knowledge in both electricity and mathematics has been used in the analyses and has been compared between the different teacher groups. In addition to providing an overview analysis of all the teachers’ explanations, detailed analyses have been carried out, comparing pairs of teachers’ explanations. The teachers’ choices of explanations and their use of specific and general mathematical knowledge have been studied. Mathematics contains a wide range of subject areas but also a wide range of representations and methods that highlight different aspects of mathematics. This study shows that different teachers emphasize different aspects of mathematics in their explanations of the same tasks, even though intended to the same students, both in the their choices of explanation and in their use of mathematics. The electricity teachers drew upon their practical electrical knowledge when they connected their explanations of mathematics to vocational work. The electrical knowledge they used not only grounded the tasks in a, for them, well-known real-world environment. The electrical knowledge actually helped them to solve the tasks, albeit in a more concrete/specific way than the mathematics teachers. The electricity teachers drew upon more specific mathematical knowledge in their explanations of the interview tasks, whereas the mathematics teachers drew upon more general mathematical knowledge in their explanations.  The different explanations of mathematics from the two kinds of teachers are markedly different, depending on whether they have a more practical/vocational or a more general/algebraic approach. The solutions to the interview tasks turned out to be the same but the character of the solutions paths are substantially different. This raises questions regarding the students’ abilities to reconcile the different approaches.
Kunskap i matematik är ofta en förutsättning för att studenter på gymnasiets yrkesprogram ska klara av sina yrkeskurser, till exempel i ellärakurser på elprogrammet. Studenterna på elprogrammet möter matematik i både sina ellärakurser och i sin matematikkurs. Matematiken i de här två sammanhangen har olika karaktär. Ett mål med den här licentiatavhandlingen är att undersöka hur dessa karaktärer ser ut. I denna studie har tre matematik- och fem el-lärare intervjuats om hur de skulle förklara tre matematiska eluppgifter för studenter på elprogrammet. Lärarkunskaper i både matematik och ellära har använts i analyserna och jämförts mellan de båda lärargrupperna. Utöver översiktliga analyser av alla lärarnas förklaringar av varje uppgift, har dessutom detaljanalyser gjorts, med jämförelser av par av lärares förklaringar av matematik. Lärarnas val av förklaringar och användande av specifik och generell kunskap i matematik har studerats. Matematik innehåller ett flertal delområden och dessutom ett flertal representationer och metoder som belyser olika aspekter av matematiken. Denna studie visar att olika lärare betonar olika aspekter av matematik i sina förklaringar av samma slags uppgifter, trots att de är ämnade för samma slags elever. Lärarnas val av förklaringar och lärarnas användande av matematik visade sig vara olika. Ellärarna använde sig av praktisk elkunskap när de kopplade sina förklaringar av matematik till yrkeskunskaper inom elområdet. Den elkunskap de använde inte bara situerade uppgiften i för dem, en välkänd, verklig miljö. Dessutom hjälpte elkunskapen dem att lösa uppgifterna, om än på ett mer konkret/specifik sätt än matematiklärarna. Ellärarna använde mera specifika matematik-kunskaper i sina förklaringar av dessa intervjuuppgifter, medan matematiklärarna använde sig av generella matematikkunskaper i sina förklaringar av generell matematik. Matematiken i de två olika lärargruppernas förklaringar visade sig vara markant olika, beroende på om de har en mer praktisk/yrkesmässig eller en mer generell/algebraisk ansats. Lösningarna av intervjuuppgifterna var desamma, men karaktären av lösningarnas var markant olika. Detta leder till frågor om det är rimligt att förvänta sig att studenter ska förstå likheten i de olika ansatserna.

This licentiate thesis is included in the serie: Studies in Science and Technology Education (FontD) The Swedish National Graduate School in Science and Technology Education, FontD, http://www.isv.liu.se/fontd, is hosted by the Department of Social and Welfare Studies and the Faculty of Educational Sciences (OSU) at Linköping University in collaboration with the Universities of Umeå, Stockholm, Karlstad, Mälardalen, Linköping (host), the Linneus University, and the University of Colleges of Malmö and Kristianstad. In addition, there are three associated Universities and University Colleges in the FontD network: the University Colleges of Halmstad and Gävle and the Mid Sweden University. FontD publishes the series Studies in Science and Technology Education.

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Spyker, Geert M. "The upper secondary school mathematics curriculum in Western Australia from 1950-1998 : implementation and evaluation." Thesis, Curtin University, 1999. http://hdl.handle.net/20.500.11937/1269.

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The study upon which this thesis is based aimed, first of all, to document the history of mathematics curriculum change in Western Australia. Although curriculum development in mathematics in this State has been an ongoing process for at least two decades, the outcome of an extensive literature review conducted as part of the study revealed that only a cursory evaluation of the current upper school mathematics curriculum change process had ever been undertaken. Neither has any formal appraisal of the suitability or otherwise of the variety of new upper school mathematics courses introduced during the last decade ever been carried out.This study was designed to 'fill these gaps' by not only documenting the history of the change process, but also by seeking out teachers' and other educators' views about those curriculum and strategy changes as well as the views of the students who were so intimately involved in the process.Tertiary lecturers' perceptions regarding the mathematical preparedness of first year university students were also considered a relevant source of information in this quest to first, record the events that preceded the establishment of the current State mathematics curriculum, and second, record those events that occurred subsequently. Major reports which have influenced the direction of mathematics education were examined, and underlying didactical principles were identified to determine the origins of previous and current educational policy.To determine upper school mathematics teachers' attitudes to curriculum and strategy changes, and the impact of the present curriculum upon students' choice of mathematics subjects, use was made of a variety of instruments - questionnaires and interview proformas - which were used to interview students prior to questioning them on such matters as their reasons for selecting specific units.Upper school mathematics teachers were also surveyed and interviewed in order to obtain the practitioners' views on new topics which were introduced, such as complex numbers and vectors. Five of Western Australia's most high profile mathematics educators who played significant roles during the period of this study were interviewed to determine their recollections of major points of discussion and concern in mathematics education at that time. Feedback from these interviews was used to compile a questionnaire for upper high school mathematics teachers to determine their opinion on such issues as the introduction and practicality of the new courses, teaching and learning strategies introduced, and the degree of support for the new curriculum.Ten teachers were interviewed one year after the survey to determine any changes in their perceptions about the new upper school mathematics courses. By means of a questionnaire, students' reasons for choosing specific mathematics subjects in either Year 11 or 12, and their perceived success in mathematics in general were sought. In order to determine the effectiveness of the new curriculum in terms of further studies, students' level of mathematical preparedness was investigated by means of a questionnaire for university mathematics staff. The results of this research indicate that the most recent curriculum change in the upper high school has been successfully introduced by the Education Department of Western Australia, although this has not always been the case with curriculum change in this State.Though initially daunted by the number of new topics which were to be taught, teachers were appreciative of the in-service courses available, the resources present and the general support they received from the Education Department. Traditional teaching strategies, such as 'drill-and-practice' and teacher-centred environments have been largely replaced by a problem-solving and investigational approach to mathematics in a student-centred classroom environment. Clearly, the constructivist theory of learning has been a major influence on current teaching and learning strategies used in the upper school mathematics classroom. Teachers' opinions about the practicality of the new courses and approaches to teaching them were positive, though the view was held that previous traditional teaching methods should not be discarded.Specific weaknesses in the various mathematics courses introduced were identified (for example, inadequate attention paid to basic algebra and, in particular, to trigonometry), and many teachers were adamant that certain changes should be made for the benefit of the students (for example, reorganisation of parts of the course content). Improvements in the nature of the information provided to students at the time they make their upper school mathematics subject choice were strongly recommended. Information on influential factors regarding students' subject choices was obtained, and interviews with university mathematics staff showed that many first year students remain underprepared because of incorrect mathematics subject choices made in either Year 10 or 11.
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Meehan, Terry. "A Quantitative Quasi-Experimental Study of an Online High School Mathematics Remediation Program." ScholarWorks, 2016. https://scholarworks.waldenu.edu/dissertations/2612.

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The local problem that drove this study is that a high school in an upper middle class suburban city in Pennsylvania wants to improve its student scores on its end-of-course Algebra 1 Keystone Exam. The purpose of this study was to conduct a quantitative, quasi-experimental assessment of an online high school mathematics remediation program to determine if the remediation program was successful in its endeavor to remediate students. This research study, informed by the self-efficacy and the behaviorist learning theories, attempted to determine whether students who (a) scored below proficient on the May algebra exam and were placed in the Math Lab course improved statistically significantly compared with the students who (b) scored below proficient on the May algebra exam and who retook the exam in January but were not placed in the Math Lab course. Using a convenience sample, an independent samples t test was performed on the difference scores (original Keystone Exam and retest) of 408 students. The study determined that the online remediation program did not increase student scores for the students at the Pennsylvania high school compared with students who were not in the remediation program. The second literature review and white paper provide six research-based recommendations for the SEPSD to improve the Math Lab course. The recommendations include eliminating the course, purchasing a different remediation program, or modify elements of the current program. The students in the SEPHS would benefit from the research with a better remediation program. The research based suggestions, once implemented, should lead to the improvement of mathematics achievement.
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Valente, Evandro R. "Mathematics Curriculum Coaching and Elementary School Students’ Mathematics Achievement in a Northeast Tennessee School System." Digital Commons @ East Tennessee State University, 2013. https://dc.etsu.edu/etd/1783.

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Educators and policymakers have demonstrated interest in finding ways to better equip mathematics teachers so they can help students achieve at a higher level. Academic coaching has been identified as an effective professional development activity for teachers. The purpose of this study was to investigate the difference between students’ achievement levels before and after a mathematics initiative in a Northeast Tennessee school district. In this study I analyzed grades 3 – 6 students’ Tennessee Comprehensive Assessment Program or TCAP scores in the year prior to the hiring of a mathematics coach and their respective scores 2 years after the placement of the mathematics coach. All statistical analyses were analyzed at a .05 level of significance. All null hypotheses under both research questions were analyzed with a pairsampled t-test using repeated-measures design. The results indicate significant difference in students’ TCAP scores prior to and after specialist. Scores after specialist were significantly higher than scores before specialists. The difference was present for students who attended Title I schools as well as for students who attended non-Title I schools. School administrators and school district leaders can benefit from such a study because it presents academic coaching as a viable means to equip teachers so they can help students increase their achievement in mathematics.
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Wong, Mau-wah. "Evaluation of a set of Hong Kong secondary school mathematics textbooks for form one and form two in light of the new curriculum." Click to view the E-thesis via HKUTO, 2003. http://sunzi.lib.hku.hk/hkuto/record/B31963560.

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38

Runnalls, Cristina. "The secondary mathematics experiences of English language learners." Diss., University of Iowa, 2018. https://ir.uiowa.edu/etd/6266.

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In recent decades, the landscape of the U.S. classroom has been drastically changing. Schools at every level are enrolling increasingly higher numbers of culturally and linguistically diverse learners, many in the process of learning English. These students, frequently called English language learners (ELLs), present new and unique challenges to educators. Many of these challenges concern language and the many ways it affects the educational experience. One concern of great interest involves better understanding the ways language and academic content interact. Language is a pivotal component of the learning experience, and likely to affect students’ perceptions of the classroom environment and themselves, as well as interactions with teachers and peers. This concern remains critical to consider in secondary mathematics, where language demands are high, but teachers may not be trained to attend to both language and content in the mainstream classroom. The present research used data from the High School Longitudinal Study of 2009 to investigate the secondary mathematics experiences of ELL and non-ELL students in two studies conducted at distinct levels: student and teacher. At the student-level, hierarchical linear modeling was used to compare the effects of several student variables on both access to and achievement in mathematics, as well as how these effects differed between ELL and non-ELL students. Findings indicated that both mathematics self-efficacy and interest in early coursework were positively related to access to and achievement in mathematics, and these relationships were significantly stronger for ELL students. Conversely, positive perceptions of the learning environment and classroom engagement were often related to gains in outcomes for non-ELL students, but decreases for ELL students. This study highlighted several key factors of the secondary mathematics experience that behaved differently for ELL and non-ELL students. Implications of these findings are further discussed in Chapter 2. At the teacher-level, hierarchical linear modeling was used to compare the effects of teacher experience, classroom practices, and perceptions of departmental support on the access to and achievement in mathematics of their students, and how these effects differed between ELL and non-ELL students. Findings indicated that more conceptually-oriented teaching practices were beneficial to both students, with greater gains long-term for both ELL and non-ELL students. Procedurally-oriented teaching was beneficial to ELL students in nearly all cases, but detrimental to non-ELL students’ mathematics outcomes. The effects of perceptions of departmental support varied, with mixed effects for some (e.g. principal support) and detrimental effects for others (e.g. sense of responsibility). Implications of these findings are further discussed in Chapter 3. Finally, Chapter 4 discusses overarching themes across studies at both levels, summarizing the results with regards to student variables, teacher variables, and student-teacher-school relationships. Implications for administrators, teachers, and teacher educators are discussed.
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Arden, Ann. "Negotiating Tensions and Dilemmas in Classroom Assessment: Case Studies of Two Secondary School Mathematics Teachers." Thesis, University of Ottawa (Canada), 2010. http://hdl.handle.net/10393/28672.

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This qualitative study describes tensions and dilemmas that two secondary mathematics teachers experience in their classroom assessment and how they negotiate these tensions and dilemmas in their practice as they try to implement current reforms. The focus on tensions and dilemmas gives particular insight into the complexities of "doing" classroom assessment in a manner that is aligned with the current reforms and is helpful for identifying areas that need further work in both the research and teaching communities in order for these reforms to be more widely implemented. The tensions and dilemmas that the two participants described included issues in grading and reporting, colleagues resisting current reforms in classroom assessment, difficulties interpreting and implementing policies from different levels, students' poor work habits and study skills and issues in the design and use of performance tasks. These issues were negotiated through discussions and collaboration with other colleagues that support assessment reforms, a general feeling that assessment reforms support and are important to improving students' learning, and a great deal of personal reflection and constant development of assessment practice.
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Bond, R. M. "An interrelated approach to teaching mathematics in secondary schools." Thesis, Loughborough University, 1986. https://dspace.lboro.ac.uk/2134/7467.

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This thesis is primarily concerned with the production and evaluation of ideas and materials, based upon an interrelated approach to teaching, which is aimed at arousing curiosity and interest in pupils in secondary schools from the age of fourteen upwards. A case is presented for the consideration of such an approach and a brief account given of how early ideas were formulated. These ideas resulted in the establishment of positive guidelines and strategies upon which the research was to be based. Much emphasis is placed on the significance of effective and attractive written materials for pupils with one chapter being specifically aimed at outlining important aspects of general module preparation. The thesis presents in some detail evaluations of trials carried out with groups of students studying a variety of topics involving mathematical principles. It attempts to describe the successes and failures of various modules of study devised during the research programme and takes special account of comments made by pupils and staff who participated in trials. With the recommendation for a new approach to teaching, effective in-service training of teachers is an essential exercise. Various in-service training programmes organised for teachers and ideas produced during these sessions by enthusiastic, stimulated participants are reported. In addition, the thesis contains proposals for the establishment of a professional centre for mathematical education in schools and colleges within Leicestershire where ideas produced from research projects such as this can be extended, developed fully and subsequently disseminated in an effective manner. In conclusion, the achievements of the research programme are discussed and recommendations and suggestions made for wider use of the interrelated approach to teaching in secondary schools.
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Straker, N. "The shortage of mathematics teachers in English secondary schools." Thesis, University of Newcastle Upon Tyne, 1986. http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.373489.

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42

Noyes, Andrew. "A sociological study of school transfer and the learning of mathematics." Thesis, University of Nottingham, 2004. http://eprints.nottingham.ac.uk/10376/.

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This research explores the complexities of children's everyday experience, examining the common threads and distinctive textures of the lives of four children on their educational journeys from primary to secondary school. Whilst the classroom focus of the empirical work has remained with the teaching and learning of mathematics, I have retained a wider view on the overlapping social spaces in which these children are located. Hence this thesis is less to do with mathematics per se than it is concerned with the lives of children and their families, friends and teachers. This research was conducted, and this thesis constructed, in parallel to my transition into academia and so what follows narrates part of my own story of transfer and socialisation. The notion of reflexivity, of understanding my position within the research, is central to the methodological and theoretical work of the thesis and so I will begin with an account of how I have come to be doing this research, at this time, in this place. Following that personal preface I proceed to review the literature concerning the transfer from primary to secondary school. This is organised chronologically with the aim of tracing the development of the main themes during the last forty years, as well as identifying what is missing in the literature. This lays the foundations for an exploration of the stubbornly resistant, reproductive mechanisms that work to structure the social and educational experiences of children at transfer. This social structuring is part of what I have termed the learning landscape. Metaphor is a conceptual tool by which we come to understand our world and through the development of a learning landscape metaphor I will theorise the various influences upon the learner of mathematics. This will include a consideration of how government policy, school cultures, family attitudes and so on, affect the learning of mathematics in the classroom. The motivation for such theorisation arises firstly from the supposed failure of educators to ameliorate the problematic aspects of school transfer. Such accusations of teacher failure are made possible by oversimplified, decontextualised theories of the highly complex influences at this educational branching point. The literature reveals that despite decades of research there is still a relative disadvantaging at transfer of those children who come from families with lower capital resources. The second motivation for this research is my deeply held personal concern about poor attitudes to the study and use of mathematics in the UK. The learning landscape metaphor provides some insights into the culturally embedded nature of this problem. I have adopted a collective case study approach and made considerable use of the theory of practice developed by the French sociologist, Pierre Bourdieu. Using Bourdieu's tools of habitus, field and capital I have moved to and from the macrosociological 'landscape' to a study of individual and interrelated lives. At the heart of the thesis the theoretical framework sits together with the empirical case studies and although they will be read sequentially they can only be understood together. Following Bourdieu, the theoretical and empirical cannot be separated without the risk of the practice of theorising becoming more central than the theorising of practice. Following the analytic case reports, I develop a model that describes four 'aspects' that describe the critical role played by teachers in children's experience of moving between the two schools. These aspects are teachers' subjective views of children's based upon historical, mathematical attitudinal and capital data. These aspects are used, together with the case reports, to explain the mechanisms whereby social inequality is reinforced and how those children endowed with greater capital are relatively advantaged in the transfer. Finally, I conclude with a discussion of the current state of the mathematics learning landscape and a reconsideration of whether or not school transfer could ever be described as a "fresh start". In addition, I will discuss how my theoretical perspective explains systemic and individual contributions to processes of resistance and reproduction. NB. This ethesis has been created by scanning the typescript original and may contain inaccuracies. In case of difficulty, please refer to the original text.
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Huber, Donna S. "Influences on high school principals' mathematics instructional leadership practices." Ohio : Ohio University, 2007. http://www.ohiolink.edu/etd/view.cgi?ohiou1195003040.

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44

Halimi, Nargis. "Mathematics Education in Secondary School in Afghanistan : Teachers’ View and Practices on Teaching Problem Solving." Thesis, Karlstads universitet, 2013. http://urn.kb.se/resolve?urn=urn:nbn:se:kau:diva-32146.

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Although Mathematics is seen as one of the most important knowledge and school subject, it is believed that math teaching in school is very much of abstract nature and does not promote critical and analytical thinking skills. I was supposed to do a research about problem solving approaches in afghan schools, in Kabul city. So three points were very important to know: teachers’ points of view about mathematic knowledge and problem solving approaches, teachers practice while they teach problems in their classes, and mathematics examples and their solutions in text books. I made three tools: questionnaire, structured observation and table for analyzing the books and I use them relatively for each aforementioned purpose. Views of 100 teachers (from 16 schools in Kabul, half female and half male teachers) through questionnaire; observing math teaching of five teachers teaching in classrooms (out of the 100 ); and identifying problem solving approaches in math text book of grade 7 were the main data. It was found that most of the teachers think that mathematic is a way that promotes students’ problem solving ability and their critical thinking beyond mathematics. While observing teachers’ classes it was seen that they teach mathematics as an abstract.. On the other hand, they used problem solving approaches in a very weak level. Moreover the newly revised books contain examples that were solved directly by implementing the formula and most of the examples were mathematics examples not in other subject. Generally one can say that the teachers know about the value of mathematics to some extent, but they do not implement in their teaching. It means that they teach and follow what they see in the book and they do not use other material beside text book. Finally, the main reason behind the problems that could be seen in teaching and learning mathematics is in teaching methods and in the examples on the books.In spite of differences between teaching practices and views on math, it is promising that teachers’ express about importance of mathematics as well as of problem solving approaches to math teaching. These findings require further studies revealing the roots of the real problems of math teaching and learning.
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45

Jones, Catherine A. "Perceptions of Students on the Impact of Science, Technology, Engineering, and Mathematics Integration on High School Career Choices." Thesis, Tennessee State University, 2018. http://pqdtopen.proquest.com/#viewpdf?dispub=10831510.

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Poor mathematics and science skills are one of the leading challenges for advanced STEM career preparedness. There is currently a national deficit in prepared STEM career interest and readiness. A national decline prompted plans for the development of more rigorous standards. Changes in K-12 education were developed through Common Core and New Generation Science Standards. These changes were expected to better prepare students for post secondary educational opportunities such as college or technical school. This research studied effects of perceptions of the impact of high school STEM classes on career choices in two Tennessee schools that are actively participating in the Tennessee STEM Innovation Network and have actively implemented a STEM program since 2012. There is no evidence of research regarding student perceptions of STEM classes regarding STEM implementation in the state of Tennessee since 2012. According to the results of this study, students’ perceptions between subgroups showed no statistical significance regarding readiness or interest in STEM regarding college and career. The subgroups studied included race/culture, gender, classification by grade, and school attended.

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46

Keble, Jo-Anne. "An investigation into the low pass rate in science and mathematics in selected schools in the northern areas, Port Elizabeth." Thesis, Nelson Mandela Metropolitan University, 2012. http://hdl.handle.net/10948/1658.

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Mathematics and science are key areas of knowledge and competence for the development of an individual, and the social and economic development of South Africa in a globalising world. Since 1994, the new democratic government in South Africa has emphasised the centrality of mathematics and science as part of the human development strategy for South Africa. Performance in this area is one of the indicators of the health of the South African educational system. It makes an important contribution to the economy and has been a contributor to inequalities of access and income. The twenty-first century is characterised by exponential growth and rapid change, which will be mainly based on information technology. The major asset in any successful country as its inventiveness in science and technology, rather than its abundance of labour or its natural resources. Therefore, it is important that school education should prepare the youth in scientific and technological fields to cope with, and contribute to, the well-being of their country.athematics and science are key areas of knowledge and competence for the development of an individual, and the social and economic development of South Africa in a globalising world. Since 1994, the new democratic government in South Africa has emphasised the centrality of mathematics and science as part of the human development strategy for South Africa. Performance in this area is one of the indicators of the health of the South African educational system. It makes an important contribution to the economy and has been a contributor to inequalities of access and income. The twenty-first century is characterised by exponential growth and rapid change, which will be mainly based on information technology. The major asset in any successful country as its inventiveness in science and technology, rather than its abundance of labour or its natural resources. Therefore, it is important that school education should prepare the youth in scientific and technological fields to cope with, and contribute to, the well-being of their country.
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47

Radenkovic, Gorica. "Computer support in mathematics education at upper secondary schools in Malmö." Thesis, Malmö högskola, Lärarutbildningen (LUT), 2011. http://urn.kb.se/resolve?urn=urn:nbn:se:mau:diva-33806.

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SammanfattningMitt arbete handlar om datorn som hjälpmedel i matematikundervisningen på Malmös gymnasieskolor. Syftet med detta arbete var att kartlägga tillgången till och använd-ningen av datorn som hjälpmedel i matematikundervisningen på Malmös gymnasiesko-lor. Utgångspunkt för detta arbete var att större tillgång till datorerna leder till större användning. För att uppnå syftet har jag formulerat några frågeställningar om i hur stor utsträckning datorer används i matematikundervisningen och vilka datorprogram mate-matiklärarna använder på dessa skolor. Jag har även undersökt om det finns några framtida planer för förändring av tillgångar till och användning av datorer i undervisningen. För att svara på frågeställningarna och uppnå syftet har jag använt mig av enkätinsamling. Resultatet visar att datorerna används i liten utsträckning i undervisningen även om tillgången till datorerna är stor. Enligt matematiklärarna är brist på digital kompetens samt ekonomiska medel några anledningar till att datorerna inte används i någon större utsträckning i matematikundervisningen. Resultatet visar även att det inte finns några konkreta planer på att förändra användningen av datorerna i matematikundervisningen.
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48

Fetterolf-Klein, Shelley. "Teacher leadership practices, supports and challenges in implementation of the common core high school math standards." Thesis, Pepperdine University, 2015. http://pqdtopen.proquest.com/#viewpdf?dispub=3686073.

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The purpose of this qualitative phenomenological study was to explore and describe the practices of teacher leaders in a PLC content team along with the supports they received and needed as well as the challenges they encountered during implementation of the Common Core State Standards for high school mathematics in a Southern California school district. Because research shows most change initiatives require active leadership and yet are difficult to sustain there existed a need to study and describe the experiences of the teacher leaders during this curricular change to the Common Core State Standards. The experiences described by the seven teacher leaders participating in this study strengthen the practices of using collaborative content groups lead by teacher leaders. Common themes of teacher leader practices included having updated knowledge and skills about the reform through multiple trainings, honest and trusting relationships with their peers, sharing experiences and ideas, along with a shared vision and purpose, timelines and agendas. The supports received by the teacher leaders included the support of leadership through a TOSA or coach, the structure and time of the collaborative PLC content teams and on-going professional development. The challenges experienced by the teacher leaders were the need for more time and materials.

The conclusions confirm that teacher leaders are the experts in their subject who practice building relationships through sharing of experiences and focusing on the goals for student improvement. Nine conclusions from this study confirm that the important practices of teacher leaders are knowledge of the change in curriculum to provide a common vision and purpose for student learning, using norms, agendas and timelines to stay focused on the goals, building trusting relationships and an environment of trying new things and sharing experiences. The leadership supports required include the PLC team time and structure including stronger administrative direction at the beginning and more choice as the work continues, the support of a TOSA or coach who advocates for the teachers and teacher leaders through communication, direction and resources and the additional support through on-going and continual professional development. The needs and challenges of the teacher leaders include more time to development, assess, adjust and improve the curriculum and the need for materials for both the teachers and students.

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49

Edwards, Michael Todd. "The electronic \"other\" : a study of calculator-based symbolic manipulation utilities with secondary school mathematics students /." The Ohio State University, 2001. http://rave.ohiolink.edu/etdc/view?acc_num=osu1486397841223312.

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50

Lynn, Derek. "Implementing Writing in a Secondary Math Class to Improve Student Understanding of Math Concepts." Defiance College / OhioLINK, 2009. http://rave.ohiolink.edu/etdc/view?acc_num=def1281622037.

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