• Title/Summary/Keyword: instructional contexts

Search Result 59, Processing Time 0.024 seconds

The Study on the Investigation of the Mathematics Teaching Evaluation Standards Focused on Teaching Contexts (수업 상황에 관한 교사 지식의 평가 요소 탐색)

  • Hwang, Hye-Jeang
    • Journal of the Korean School Mathematics Society
    • /
    • v.13 no.3
    • /
    • pp.397-413
    • /
    • 2010
  • On the standards or elements of teaching evaluation, the Korea Institute of Curriculum and Evaluation(KICE) has carried out the following research such as : 1) development of the standards on teaching evaluation between 2004 and 2006, and 2) investigation on the elements of Pedagogical Content Knowledge including understanding of learners between 2007 and 2008. The purposes of development of mathematics teaching evaluation standards through those studies were to improve not only mathematics teachers' professionalism but also their own teaching methods or strategies. In this study, the standards were revised and modified by analyzing the results of those studies (namely, evaluation standards) focused on the knowledge of teaching contexts. For this purpose, application of instructional tools and materials, commercial manipulatives, environment of classroom including distribution and control of class group, atmosphere of classroom, management of teaching contexts including management of student were re-established based on the results of the search mentioned above. According to those evaluation domains, elements on teaching evaluation focused on the knowledge of teaching contexts were established.

  • PDF

An Analysis of 'Patterns and Correspondence' in the Elementary Mathematics Textbooks Aligned to the 2007 and 2009 Revised Curriculum ('규칙과 대응'에 대한 2007 개정 및 2009 개정 초등학교 수학 교과서 분석)

  • Pang, JeongSuk;SunWoo, Jin;Kim, EunKyung
    • School Mathematics
    • /
    • v.19 no.1
    • /
    • pp.117-135
    • /
    • 2017
  • Even though patterns and correspondence serve a fundamental basis of function for elementary students, there has been lack of research in this field. This study explored prior studies to extract the key instructional elements on how to teach patterns and correspondence. This study then analyzed the unit of 'patterns and correspondence' in the mathematics textbooks in terms of four key instructional elements (i.e., relation to real-life contexts, diversity of pattern tasks, exploration for a correspondence relationship, and teaching variables). The results of this study showed that topics dealing with patterns and correspondence were represented with relation to real-life contexts but diversity of pattern tasks and exploration for a correspondence relationship were needed to be further considered in the textbooks. Another noticeable result was that teaching variables was not explicitly addressed in the textbooks. Based on these results, this study provides textbook writers with implications on what to further consider in dealing with patterns and correspondence.

The Study on the Investigation of the Evaluation Standards for Mathematics Teaching according to the teacher's opinion research (교사 의견 조사에 기초한 수학 교과에서의 수업평가 기준 및 활용 탐색)

  • Hwang, Hye Jeang
    • Communications of Mathematical Education
    • /
    • v.27 no.1
    • /
    • pp.39-62
    • /
    • 2013
  • On the standards or elements of teaching evaluation, the Korea Institute of Curriculum and Evaluation(KICE) has carried out the following research such as : 1) development of the standards on teaching evaluation between 2004 and 2006, and 2) investigation on the elements of Teacher Knowledge. The purposes of development of evaluation standards for mathematics teaching through those studies were to improve not only mathematics teachers' professionalism but also their own teaching methods or strategies. In this study, the standards were revised and modified by analyzing the results of those studies focused on the knowledge of subject matter knowledge, knowledge of learners' understanding, teaching and learning methods and assessments, and teaching contexts. For this purpose, according to those evaluation domains of each teacher knowledge, elements on teaching evaluation focused on the teacher's knowledge were established using the instructional evaluation framework, which is developed in this study, including the four areas of knowledge obtaining, instructional planning, instructional implementation, and instructional reflection. In this study, 1st and 2nd pilot studies was accomplished for revising evaluation standards and as a result, the procedure for implementing mathematics teaching using evaluation standards was changed to evaluate teachers own teaching using the standards focused on instructional reflection and according to the degree of satisfaction on reflecting their own teaching, standards on knowledge obtaining, instructional planning, instructional implementation would be utilized. Teacher survey is accomplished two times, by the subject of seven teachers. According ot the result of the first teacher questionnaire which was consisted of the essay type of questions on the degree of understanding the content of standards, the evaluation standards were revised. According ot the result of the second teacher questionnaire which was consisted of the essay type of questions on the application of standards, the evaluation standards were revised finally and the way of how to use the standards efficiently was suggested.

Teaching and Learning Programming: A Constructivist Approach (프로그래밍 교수-학습에 대한 구성주의 접근)

  • Lee, Miwha
    • Journal of The Korean Association of Information Education
    • /
    • v.16 no.3
    • /
    • pp.363-371
    • /
    • 2012
  • This study examined the cognitive consequences of constructivist teaching practices on the acquisition and transfer of programming with respect to the design of an instructional context that would encourage students to engage in reflective thought; the cognitive consequences of learning in the constructivist context; and the relation between the social and the individual in the teaching and learning process of programming. Students worked on a variety of programming and design problems in constructivist instructional contexts. The results indicated that between-group differences over repeated measures consistently favored students in reflective instruction. Rather than simple differences on measures, the pattern of mean differences over time conformed to a chain of cognitive consequences regulating the acquisition of programming. The implications of the study and suggestions for future research were discussed.

  • PDF

A Case Study on Slow Learners' Mathematization of Trigonometric Functions, Using GSP (GSP를 활용한 삼각함수에서 학습부진아의 수학화 과정에 관한 사례연구)

  • Moon, Hye-Ryung;Choi-Koh, Sang-Sook
    • The Mathematical Education
    • /
    • v.49 no.3
    • /
    • pp.353-373
    • /
    • 2010
  • This research was to help slow learners to be motivated and to make their outcome productive, using GSP based on the mathematization theory for learning mathematics, as a way of encouraging the learner-centered approach. With 2 of the second graders in a high school, who had not yet understood trigonometric functions in their first grade period, 7 units of lesson plans were designed for the research. The results showed that first, understanding real life contexts and analyzing properties by observation, and experiment using GSP, to build the concept of trigonometric functions could be a foothold on which learner's organization and outcome from a horizontal mathematization led to vertical mathematization. Despite the delay during the level-up-stage for a while, the learners could attain the vertical mathematization stage and moreover the applicative mathematization through effective use of GSP and the interaction between the learners or a teacher and the learners. Second, using GSP was a vertical tool of connecting horizontal mathematization with vertical mathematization in forming the concept of trigonometric functions and its meaning could be understood by their verbalizing and presenting the outcomes through their active performance. Using GSP is helpful for slow learners to overcome learning difficulties, based on the instructional materials designed by Realistic Mathematics Education.

Interdisciplinary Knowledge for Teaching: A Model for Epistemic Support in Elementary Classrooms

  • Lilly, Sarah;Chiu, Jennifer L.;McElhaney, Kevin W.
    • Research in Mathematical Education
    • /
    • v.24 no.3
    • /
    • pp.137-173
    • /
    • 2021
  • Research and national standards, such as the Next Generation Science Standards (NGSS) in the United States, promote the development and implementation of K-12 interdisciplinary curricula integrating the disciplines of science, technology, engineering, mathematics, and computer science (STEM+CS). However, little research has explored how teachers provide epistemic support in interdisciplinary contexts or the factors that inform teachers' epistemic support in STEM+CS activities. The goal of this paper is to articulate how interdisciplinary instruction complicates epistemic knowledge and resources needed for teachers' instructional decision-making. Toward these ends, this paper builds upon existing models of teachers' instructional decision-making in individual STEM+CS disciplines to highlight specific challenges and opportunities of interdisciplinary approaches on classroom epistemic supports. First, we offer considerations as to how teachers can provide epistemic support for students to engage in disciplinary practices across mathematics, science, engineering, and computer science. We then support these considerations using examples from our studies in elementary classrooms using integrated STEM+CS curriculum materials. We focus on an elementary school context, as elementary teachers necessarily integrate disciplines as part of their teaching practice when enacting NGSS-aligned curricula. Further, we argue that as STEM+CS interdisciplinary curricula in the form of NGSS-aligned, project-based units become more prevalent in elementary settings, careful attention and support needs to be given to help teachers not only engage their students in disciplinary practices across STEM+CS disciplines, but also to understand why and how these disciplinary practices should be used. Implications include recommendations for the design of professional learning experiences and curriculum materials.

Web Hypermedia Resources Reuse and Integration for On-Demand M-Learning

  • Berri, Jawad;Benlamri, Rachid;Atif, Yacine;Khallouki, Hajar
    • International Journal of Computer Science & Network Security
    • /
    • v.21 no.1
    • /
    • pp.125-136
    • /
    • 2021
  • The development of systems that can generate automatically instructional material is a challenging goal for the e-learning community. These systems pave the way towards large scale e-learning deployment as they produce instruction on-demand for users requesting to learn about any topic, anywhere and anytime. However, realizing such systems is possible with the availability of vast repositories of web information in different formats that can be searched, reused and integrated into information-rich environments for interactive learning. This paradigm of learning relieves instructors from the tedious authoring task, making them focusing more on the design and quality of instruction. This paper presents a mobile learning system (Mole) that supports the generation of instructional material in M-Learning (Mobile Learning) contexts, by reusing and integrating heterogeneous hypermedia web resources. Mole uses open hypermedia repositories to build a Learning Web and to generate learning objects including various hypermedia resources that are adapted to the user context. Learning is delivered through a nice graphical user interface allowing the user to navigate conveniently while building their own learning path. A test case scenario illustrating Mole is presented along with a system evaluation which shows that in 90% of the cases Mole was able to generate learning objects that are related to the user query.

Differences in priorities of high school students' knowledge activated in laboratory and earth environmental contexts (고등학교 학생들의 문제해결에서 맥락에 따라 활성화되는 지식의 우선순위차이)

  • Lee, Myoeng-Jee
    • Journal of The Korean Association For Science Education
    • /
    • v.14 no.3
    • /
    • pp.304-311
    • /
    • 1994
  • Four science concepts were selected from high school science textbook to investigate the differences in priorities of students knowledge activated during solving earth science problems in laboratory and earth science environmental contexts. Two items, one for laboratory context and the other for earth environmental context, were developed for earth selected concept The subjects were constituted of 192 students in 11th grade and 196 in 12th grade in one senior high school. Students' responses were categorized using graph models and analyzed in terms of 'Common Activated Knowledge'(CAK). and 'Specific Activated Knowledge'(SAK) across students' cognitive frames, grades, and sex. As contextual differences of the problems increased, context effects in priorities of CAK were reported in favor of laboratory context, on the contrary those of SAK in favor of earth environmental context. Context effects were reported across cognitive frames, especially students with laboratory cognitive frames showed more significant context effects than others. Lower graders and girls showed relatively large context effects. The results of this study showed that science concepts learned in a laboratory context are not easily transferred to earth environmental context. Therefore, special instructional strategies should be developed to overcome the context effect s according to activated knowledges with high priorities in laboratory and earth environmental context.

  • PDF

A model of Worksheets with Various Levels Considering Contexts and Inquiry of the Learning Tasks for Elementary Science Classes (학습 과제의 맥락과 탐구의 수준을 고려한 자연과 학습지 모형)

  • Lee, Myeong-Je;Lee, Je-Yong
    • Journal of The Korean Association For Science Education
    • /
    • v.19 no.3
    • /
    • pp.448-460
    • /
    • 1999
  • Worksheets with various levels are major instructional material in open classroom, but sometimes they have been arbitrarily developed in elementaryschools. Especially, pedagogical elements of science course seem to have been neglected in developing science learning papers. To solve these problems, a model of worksheets was developed considering the contextual nature of science knowledge and educational constructivism. The frame of this model is composed of inquiry skill and context, which are two dimensions of each learning task. The level of each worksheet was determined by the level of inquiry skills and the familiarity of contexts.

  • PDF

Multiplicative reasoning in fractional contexts: Employing domain analysis and taxonomic analysis (분수맥락에서의 곱셈 추론: Domain Analysis and Taxonomic Analysis를 적용하여)

  • Lee, Hyung-Sook
    • School Mathematics
    • /
    • v.9 no.3
    • /
    • pp.427-445
    • /
    • 2007
  • This study presents the results of a case study that investigated a seventh grader's fractional reasoning related to multiplicative reasoning. In addition, by employing domain analysis and taxonomic analysis for analyzing qualitative data, I show how a qualitative methodology was used for the data collected by teaching experiment methodology. The study identifies three distinct issues that emerged as the student engaged in solving fraction problems: a view of fractions as operations vs. results, the issue of units, and mixed numbers vs. improper fractions. These three issues have instructional implications in that each of them is critical in developing multiplicative reasoning and investigating how they relate to each other suggests a way to improve multiplicative reasoning in fractional contexts.

  • PDF