scholarly journals Mathematics Teaching Practice Assessment using Student-Teacher Portfolios

Author(s):  
Luckson Muganyizi Kaino
2016 ◽  
Vol 15 (3) ◽  
pp. 485-495
Author(s):  
Sibanda Jabulani ◽  
Marongwe Newlin ◽  
Mushoriwa Taruvinga D ◽  
Begede Martin P

2020 ◽  
Vol 122 (11) ◽  
pp. 1-40
Author(s):  
Britnie Delinger Kane

Background/Context The Core Practice movement continues to gain momentum in teacher education research. Yet critics highlight that equitable teaching cannot be reduced to a set of “core” practices, arguing that such a reduction risks representing teaching as technical work that will be neither culturally responsive nor sustaining. Instead, they argue that preservice teachers need opportunities to develop professional reasoning that takes the specific strengths and needs of students, communities, and subject matter into account. Purpose This analysis takes up the question of how and whether pedagogies of investigation and enactment can support preservice teachers’ development of the professional reasoning that equitable teaching requires. It conceptualizes two types of professional reasoning: interpretive, in which reasoners decide how to frame instructional problems and make subsequent efforts to solve them, and prescriptive, in which reasoners solve an instructional problem as given. Research Design This work is a qualitative, multiple case study, based on design research in which preservice teachers participated in three different cycles of investigation and enactment, which were designed around a teaching practice central to equitable teaching: making student thinking visible. Preservice teachers attended to students’ thinking in the context of the collaborative analysis of students’ writing and also through designed simulations of student-teacher writing conferences. Findings/Results Preservice teachers’ collaborative analysis of students’ writing supported prescriptive professional reasoning about disciplinary ideas in ELA and writing instruction (i.e., How do seventh graders use hyperbole? How is hyperbole related to the Six Traits of Writing?), while the simulation of a writing conference supported preservice teachers to reason interpretively about how to balance the need to support students’ affective commitment to writing with their desire to teach academic concepts about writing. Conclusions/Recommendations This analysis highlights an important heuristic for the design of pedagogies in teacher education: Teacher educators need to attend to preservice teachers’ opportunities for both interpretive and prescriptive reasoning. Both are essential for teachers, but only interpretive reasoning will support teachers to teach in ways that are both intellectually rigorous and equitable. The article further describes how and why a tempting assumption—that opportunities to role-play student-teacher interactions will support preservice teachers to reason interpretively, while non-interactive work will not—is incomplete and avoidable.


2020 ◽  
Vol 5 (36) ◽  
pp. 56-69
Author(s):  
Norkumalasari Othman ◽  
Nor Hasnida Che Md Ghazali ◽  
Mohd Nazir Md Zabit

This study aims to review the instruments of mathematics teaching practice among secondary school mathematics teachers. A total of 100 mathematics teachers were involved as respondents in this study. The data were analyzed descriptively by access to Alpha Cronbach's reliability and EFA analysis using SPSS software. The results of the analysis show that the Alpha Cronbach value is 0.934 which is more than 0.60. Results from the exploration factor analysis show four factors with Eigenvalues greater than 1.0. The KMO value (Kaiser-Meyer-Olkin) 0.867 > 0.6 indicates the items in the variable of attitude towards math are sufficient for inter-correlation. While the Bartlett Test was significant (Chi-Square 1521.621, p <0.05), an anti-image value (Measure of Sampling Adequacy, MSA) for items correlation exceeded 0.6. However, there are three items that need to be removed because the values obtained are less than 0.60, which were the items G11, G14, and G18. The value of the total variance explained by these three factors was 62.76 percent. Therefore, the overall findings indicate that the items for mathematics teaching practice instruments can measure and answer the study objectives.


2018 ◽  
Vol 19 (1) ◽  
pp. 3-19
Author(s):  
Drew Bird ◽  
Katy Tozer

With an emphasis on self-study and the connections between the personal and the professional domain, the authors reflect upon their teaching practice on a postgraduate theatre-based course using the research methodology of a/r/tography. The aim was to develop understanding of teacher/student roles and how these can affect learning. Through researcher reflexivity, focus groups and questionnaires, data were captured from students/participants responding to a video of the researcher’s solo performance work. The research presents itself through three a/r/tographic renderings. First, the experience of seeing tutors in unfamiliar roles is considered. Second, the impact of witnessing tutors taking risks as a performer and being vulnerable is discussed and, lastly, the work illuminates new ways of opening up as teachers. The authors explore how the student’s/participant’s perception of them as tutors seemed to change after witnessing them as artists and how this impacted upon student’s learning for their own assessed performance pieces.


SAGE Open ◽  
2020 ◽  
Vol 10 (4) ◽  
pp. 215824402096877
Author(s):  
Jaana Kettunen ◽  
Jeong Lee ◽  
Raimo Vuorinen

This article reports the findings from a phenomenographic investigation into guidance counselors’ conceptions of career management skills (CMS). The results show that CMS was conceived as (a) information-based knowledge, (b) personal skills development, (c) interpersonal skills development, and (d) autonomous application of skills. The differences appeared along six dimensions of variation that included awareness of CMS, emphasis, promotion of CMS, teaching practice, assessment, and attitude. The findings give us a more profound understanding of critical aspects that may have an important role in the development of individual’s CMS.


2019 ◽  
Vol 32 (4) ◽  
pp. 563-588
Author(s):  
Wil Oonk ◽  
Nico Verloop ◽  
Koeno P. E. Gravemeijer

Abstract This study was conducted among 269 student teachers at 11 primary teacher training colleges in the Netherlands. To investigate their competence in integrating theory and practice in their reflections on mathematics teaching, a learning environment was designed to evoke theory use in reflections on practice. To be able to systematically describe the use of theory, we distinguished two dimensions, which we called the nature and level of theory use. A Reflection Analysis Instrument was used to univocally code the nature and level of the student teachers’ theory use in the reflective notes of their final assessments into 1740 meaningful units. We found that nearly all student teachers used theory. However, they differed markedly in the way they linked theory and practice and with which depth they used theoretical concepts in their reflections. A remarkable finding of the study was the important influence of prior mathematics education on the nature and level of theory use, especially the low results of the third-year student teachers in their level of theory use. The outcome may have consequences for the design of the teacher education curricula and for the intake of first-year student teachers.


1992 ◽  
Vol 39 (6) ◽  
pp. 24-29 ◽  
Author(s):  
David J. Clarke

The Curriculum and Evaluation Standards for School Mathematics (NCTM 1989, 1, 2) emphasizes the role of evaluation “in gathering information on which teachers can base their subsequent instruction.” This strong sense of assessment's informing instructional practice is also evident in the materials arising from the Australian Mathematics Curriculum and Teaching Program (Clarke 1989: Lovitt and Clarke 1988, 1989). Both projects offer their respective mathematics-education communities a set of goal much broader than those traditionally conceived for mathematics instruction. The adoption of these goals by mathematics teachers and school systems demands the use of new assessment strategies if the restructuring of the mathematics curriculum and mathematics-teaching practice is to be effected. Mathematics education must not restrict itself to those goals that can be assessed only through conventional pencil-and-paper methods.


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