• Communications of Mathematical Education
• /
• v.36 no.4
• /
• pp.487-509
• /
• 2022

The purpose of this study is to analyze classroom discourse in the math classroom of middle school in China, which has a unique math classroom background of entrance examination for high school. To this end, this study analyzed teacher question statistics and episodes by teacher question type as starting speech in mathematics classroom discourse, and five IRF subtypes were especially identified by class discourse structure analysis. The data were analyzed focusing on a total of 15 transcripts of math classes recorded by three math teachers at H School in Guiyang, Guizhou Province, China, and written interviews of teachers. According to the results of this study, an average of 20 teacher questions were observed for each class, and the teacher question type was classified into confirmation question (understanding confirmation question, explanation request question, and double check question) and information question (information presentation question). In addition, according to classroom discourse analysis, the IRF discourse structure was divided into fragmentary evaluation, evaluation+reason, evidence of explanation, evaluation+student response re-statement, guidance on other thoughts or solutions, and student answer correction or teacher opinion presentation.

• Journal of Science Education
• /
• v.36 no.1
• /
• pp.120-129
• /
• 2012

The purpose of this study is to provide informations for developing next elementary school science textbooks and educational implications for a spot of science class through analyzing patterns of questions in the elementary school science textbooks under the 2007 revised curriculum. To get a meaningful results, the 2,446 questions extracted by operation definition from 3~6 grade science text books were analyzed by modified analysis frame work based on Blosser's classified system. The findings of this study were as follows: First, among 2,446 questions, the propositional pattern element had the highest rate, 49.2%, the appreciable pattern element had the lowest rate, 1.4%, of all pattern elements. Second, from the results of comparing patterns of questions in each grade's science textbook, as the grade went higher, the rate of the applicable and the divergent pattern element tended to increase, and that of the other elements tended to decrease. Third, as the results of comparing patterns of questions of 4 each field in elementary science textbooks, the energy field questions were the largest in number, followed by the substance field. The rate of the propositional pattern element was the highest of all question elements in common in each field. In the reproductive and the propositional pattern element, the energy and the substance field had a little higher rate than the other fields. On the other hand, in the applicable and the divergent pattern element, the earth and the life field had a little higher rate than the other fields.

• Communications of Mathematical Education
• /
• v.36 no.1
• /
• pp.89-105
• /
• 2022

In this research, in order to obtain teaching/learning implications for effective use of questions when teaching number and operation area, the types of questions presented in chapters of number and operation area of 2015 revised elementary math textbooks and the function of questions were compared and analyzed by grade cluster. As a result of this research, the types of questions presented in chapters of number and operation area showed a high percentage of occurrences in the order of reasoning questions, factual questions, and open questions not calling for reasoning in common by grade cluster. And reasoning questions were predominant in all grade clusters. In addition, in all grade clasters, the proportion of questions acting as a function to help guess, invention, and solving problems and questions acting as a function to help mathematical reasoning were relatively high. As such, it can be inferred that the types and functions of the questions presented in chapters of number and operation area are related to the characteristics of the learning content by grade cluster. This research will be able to contribute to the preparation of advanced teaching/learning plans by providing reference materials in the questions when teaching number and operation area.

• The Mathematical Education
• /
• v.60 no.3
• /
• pp.265-279
• /
• 2021

In this study, by analyzing of types and functions of questions presented in Data and Chance area of the mathematics textbooks for grades 1-6 of the 2015 revised curriculum, the characteristics of the questions presented in the textbook were identified, and implications for teaching and learning related to the questions in this textbook were obtained. Types and functions of the presented questions showed different proportions of appearance according to the grade clusters, and this seems to be related to the learning contents for each grade clusters and the characteristics of grade clusters. In addition, it can be seen that the functions of questions are related to the types of questions. Teachers should have pedagogical content knowledge about Data and Chance area as well as developmental characteristics for each grade clusters. In addition, the teacher should present an suitable question for the level of grade clusters and the nature of the content to be taught so that effective learning can be achieved based on the understanding of the characteristics and functional characteristics of each type of questions. The results of this study can contribute to statistical teaching in a progressive direction by providing a foundation for textbook writing and teaching/learning.

• Education of Primary School Mathematics
• /
• v.24 no.4
• /
• pp.189-202
• /
• 2021

The teacher's questions presented in the problem-solving situation stimulate students' mathematical thinking and lead them to find a solution to the given problem situation. In this research, the types and functions of questions presented in chapters of Pattern area of the 2015 revised elementary school mathematics textbooks were compared and analyzed by grade cluster. Through this, it was attempted to obtain implications for teaching and learning in identifying the characteristics of questions and effectively using the questions when teaching Pattern area. As a result of this research, as grade clsuter increased, the number of questions per lesson presented in Pattern area increased. Frequency of the types of questions in textbooks was found to be high in the order of reasoning questions, factual questions, and open questions in common by grade cluster. In chapters of Pattern area, relatively many questions were presented that serve as functions to help guess, invent, and solve problems or to help mathematical reasoning in the process of finding rules. It can be inferred that these types of questions and their functions are related to the learning content by grade cluster and characteristics of grade cluster. Therefore, the results of this research can contribute to providing a reference material for devising questions when teaching Pattern area and further to the development of teaching and learning in Pattern area.

• School Mathematics
• /
• v.10 no.4
• /
• pp.515-535
• /
• 2008

As part of developmental research of a student-teaching practicum program, this research analyzed a mathematics preservice teacher's questioning. The practicum program is based on the model of reflective practice in a collaborative inquiry community for learning-to-teach. This paper describes how a preservice teacher's questioning pattern had changed on the program participation and explain how the change in discourse can be considered as an indicator for the pre service teacher's professional development. Suggestions for the future program development are discussed.

• Education of Primary School Mathematics
• /
• v.27 no.3
• /
• pp.227-246
• /
• 2024

The purposes of this study were to analyze the levels of cognitive demand and questioning types in tasks of 'Data and Chance' presented in elementary mathematics textbooks in Korea, the United States, and Australia. The levels of cognitive demand of textbook tasks were analyzed according to the knowledge and process and thinking types required in the tasks. The tasks were also analyzed for questioning types, answer types, and response types. As a result, in terms of knowledge and process and thinking types in tasks, all three countries had something in common: the percentage of tasks requiring 'representation' and process was the highest, and the percentage of tasks requiring 'basic application of skill/concept' was also the highest. From a thinking types perspective, differences were found between textbook tasks in the three countries in graph and chance learning. The results of analyzing questioning types showed that in all three textbooks, the percentage of observational reasoning questions was highest, followed by the percentage of factual questions. The proportions and characteristics of the constructing questions included in the U.S. and Australian textbooks differed from those in the Korean textbooks. Based on these results, this study presents implications for constructing elementary mathematics textbook tasks in 'Data and Chance.'

• Journal of The Korean Association For Science Education
• /
• v.33 no.7
• /
• pp.1354-1366
• /
• 2013

The purpose of this study was to analyze the types of teachers' questioning between verification laboratory instruction and discovery laboratory instruction. Results were that there was no difference in questioning types in verification laboratory instruction and discovery laboratory instruction. Most teachers in two types of laboratory instruction used closed questionings more than open-ended questioning. This shows that teachers' laboratory instruction processes are focusing on 'get the content' rather than consideration of the characteristics of laboratory instruction types. Such results show that the teachers in verification laboratory instruction and discovery laboratory instruction provide little opportunity for children to improve in scientific thinking. Therefore, teachers should make good plans with a questioning strategy that can be adapted to the types and characteristic of laboratory instruction. If teacher's questioning is practiced well in the science class, it can improve students' scientific thinking and science laboratory instruction.

• Journal of The Korean Association of Information Education
• /
• v.24 no.3
• /
• pp.215-223
• /
• 2020

The results of the analysis of the 523 questions presented in the six textbooks and SW and robot units in the Blosser four-step classification categories are as follows. First, in the software unit, the analysis results showed that 77.1% were closed questions and 22.9% were open questions. Second, in the robot unit, the analysis results showed that 74.8% were closed questions and 25.2% were open questions. The CT Trigger Question was developed to overcome the limitations of the textbook questions, which were mainly closed questions, and to directly or indirectly induce computational thinking that teachers can utilize according to their educational content and activities.

• Communications of Mathematical Education
• /
• v.19 no.1 s.21
• /
• pp.191-213
• /
• 2005

이 연구는 수학교사가 자기수업 관찰을 바탕으로 수업반성의 과정에서 발문을 어떻게 반성하는지, 반성을 통해 수업에서 발문을 어떻게 변화시키며, 교사와 학생 사이의 상호작용에 어떤 변화가 나타나는지를 분석하기 위한 것이다. 두 중학교 수학 교사를 대상으로 일주일에 1회씩 총 5회의 수업관찰과 수업반성의 순환과정을 통해 얻어진 관찰자료, 녹화자료, 면담자료로 분석한 결과는 다음과 같다. 첫째, 교사의 수업반성 결과 학생들로 하여금 수업에 더 많이 참여하고 학생 자신의 생각을 표현할 수 있도록 유도하기위한 효과적인 발문을 고안하였고, 교사 자신의 수업을 자발적으로 평가하는 경향을 보였다. 둘째, 발문의 변화 면에서 반성 초기의 수업보다 반성 후기의 수업에서 설명을 요구하는 발문유형의 빈도가 높게 나타났으며, 판단을 요구하는 발문을 하고 나서 그 판단에 대하여 설명하도록 요구하는 발문을 함으로써 학생들로 하여금 자신의 생각과 아이디어를 표현할 수 있도록 하는 것으로 나타났다. 그리고, 문제해결과정에 학생들의 참여의 기회가 늘어나도록 발문을 하는 것으로 나타났다. 셋째, 상호작용 측면에서 교사와 학생간의 상호작용이 학생과 학생들 간의 상호작용 패턴으로 변화하였고, 교사의 판서가 의사소통을 단절시키던 것에서 교사와 학생의 의사소통의 방향을 안내하는 역할을 하는 것으로 나타났다.