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African Journal of Research in Mathematics Science and Technology Education最新文献

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The Impact of an Empowerment Evaluation Approach on Teachers’ TPACK-P Proficiency Levels 赋权评估方法对教师TPACK-P熟练程度的影响
IF 0.9 Q2 Mathematics Pub Date : 2023-08-20 DOI: 10.1080/18117295.2023.2244758
U. Ramnarain, Sumayya Moosa
In South Africa, there is a strong recognition of the affordances of information and communications technology (ICT) in science teaching and learning. A key indicator for the effective use of ICT is the technological pedagogical content knowledge (TPACK) of teachers with TPACK-Practical (TPACK-P) being an important iteration related to teacher enactment of this knowledge. The purpose of this research study was to capture, portray and develop the TPACK-P proficiency levels of five Physical Sciences teachers using an empowerment evaluation (EE) approach. This study adopted a mixed-methods case study design within a pragmatic research paradigm. The existing TPACK-P levels of teachers were established by administering a questionnaire and doing classroom observations of teachers using ICT in their practice. Following a professional development programme informed by principles of EE, the same TPACK-P questionnaire was used to determine if there was a change in the teachers’ TPACK-P proficiency levels. Classroom lesson observations were also conducted at this stage to establish shifts in the competency of teachers when integrating ICT into their teaching. The results of this study showed that the EE approach that guided the professional development of the Physical Sciences teachers was effective in improving their TPACK-P proficiency levels and in empowering them to be more confident and competent when integrating ICT into their teaching. This suggests that the EE approach can be modelled in professional development efforts involving small groups of teachers.
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引用次数: 0
Probability from Fourth to Sixth Grade 从四年级到六年级的概率
IF 0.9 Q2 Mathematics Pub Date : 2023-08-18 DOI: 10.31756/jrsmte.632
Michail Zorzos, E. Avgerinos
The appeal of probability theory in everyday activities has resulted in its incorporation into the curricula of most countries. However, confusion persists within  the international scientific community regarding the suitable age for introducing students to probability concepts. Several researchers argue that children at a young age are unable understand the concepts of probability, while other researchers believe that with appropriate teaching interventions, children can comprehend probabilistic concepts. This study aims to address the controversial issue  by conducting a study involving two groups of students. In the first group, the researchers provide a short teaching a brief probability teaching session and subsequently ask the children to complete a worksheet related to the topic. In the second group, students complete the worksheet without any prior teaching. The study results show that teaching has a positive effect on the development of students' knowledge and perceptions regarding probabilities. As a consequence, new opportunities and requirements emerge in the field of probability education.
概率论在日常活动中的吸引力已经导致它被纳入大多数国家的课程。然而,在向学生介绍概率概念的合适年龄方面,国际科学界仍然存在困惑。一些研究人员认为,儿童在很小的时候无法理解概率的概念,而另一些研究人员认为,通过适当的教学干预,儿童可以理解概率的概念。本研究旨在通过开展涉及两组学生的研究来解决有争议的问题。在第一组中,研究人员提供了一个简短的教学一个简短的概率教学环节,随后要求孩子们完成与主题相关的工作表。在第二组中,学生在没有任何事先教学的情况下完成工作表。研究结果表明,教学对学生概率知识和感知的发展有积极的影响。因此,概率教育领域出现了新的机遇和要求。
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引用次数: 0
Importance of Academic Legacy on Student Success in First- and Second-Semester General Chemistry 学术遗产对学生第一学期和第二学期普通化学成功的重要性
IF 0.9 Q2 Mathematics Pub Date : 2023-08-17 DOI: 10.31756/jrsmte.631
G. Shelton, A. Villalta-Cerdas, B. Jang, A. Dubrovskiy, Blain Mamiya, Rebecca Weber, Susan Broadway, Vickie M. Williamson, Cynthia Powell, Diana Mason
This investigation sought to elucidate the influence of students' academic legacy on their prior knowledge and course outcomes providing crucial insights for educators who teach general chemistry. This six-semester analysis involved 6,914 students enrolled in classes across nine Texas universities. Explored were personal circumstances associated with students' successes and failures that influenced performance in on- and off-sequence, first- and second-semester general chemistry (Chem 1 and Chem 2). Students' academic legacy based on their categorization as first generation (neither grandparent nor parent/guardian with a 4-year bachelor's degree), second generation (at least one grandparent or parent/guardian with a bachelor's degree), or third generation (at least one grandparent and at least one parent/guardian hold a bachelor's degree) was investigated. Of the students in the dataset 33.8% (n = 2,340) self-identified as Hispanic. Results for Hispanic and non-Hispanic students indicated that first-generation students struggled more with Chem 1 and Chem 2 than students in the other two legacy groups. As students' academic legacy extended, they were more apt to succeed in general chemistry. Second- and third-generation students demonstrated stronger prior high-school chemistry backgrounds and were enrolled in more advanced mathematics courses. As expected, students with stronger academic backgrounds in chemistry and mathematics scored higher on the diagnostic MUST (Math-Up Skills Test), had greater self-efficacy relative to their preparation to succeed, and reported fewer paid work hours. First-generation students on the average entered with lower diagnostic MUST scores, felt less prepared to succeed, and disclosed a greater need to be employed.
本调查旨在阐明学生的学术遗产对其先前知识和课程成果的影响,为教授普通化学的教育工作者提供重要的见解。这项为期六个学期的分析涉及德克萨斯州九所大学的6914名学生。研究了与学生的成功和失败相关的个人环境,这些环境会影响学生在顺序上和顺序上、第一学期和第二学期普通化学(化学1和化学2)的表现。学生的学术遗产基于他们的分类:第一代(祖父母和父母/监护人都没有4年的学士学位)、第二代(至少有一位祖父母或父母/监护人有学士学位)、或者第三代(至少有一位祖父母和至少一位父母/监护人拥有学士学位)被调查。在数据集中的学生中,33.8% (n = 2340)自认为是西班牙裔。西班牙裔和非西班牙裔学生的结果表明,第一代学生在化学1和化学2方面比其他两个传统群体的学生更困难。随着学生学术遗产的扩展,他们更容易在普通化学方面取得成功。第二代和第三代学生表现出更强的高中化学背景,并参加了更多的高等数学课程。正如预期的那样,在化学和数学方面有较强学术背景的学生在诊断性的MUST(数学向上技能测试)中得分更高,相对于他们为成功所做的准备,他们有更高的自我效能感,并且报告的有偿工作时间更少。平均而言,第一代学生入学时的诊断性MUST分数较低,对成功的准备不足,并且更需要被雇用。
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引用次数: 0
Strategies and Procedural and Conceptual Knowledge of Addition of Unlike Denominator Fractions: The Case of Grade 8 Children in Two Districts of the Central Region of Ghana 非分母分数加法的策略、程序和概念知识:以加纳中部两个地区的八年级儿童为例
IF 0.9 Q2 Mathematics Pub Date : 2023-08-16 DOI: 10.1080/18117295.2023.2226546
Ebo Amuah, Enerst Kofi Davis
This study investigated children’s knowledge of the addition of fractions with unlike denominators. It focussed on the strategies used by children to add fractions with unlike denominators. A cross-sectional survey of Grade 8 children in schools in two districts in Ghana was used. A test on the addition of fractions with unlike denominators was administered to 543 high-, average- and low-achieving children, and their responses were categorised based on the characterisation of correct strategies by Braithwaite et al. and Siegler and Pykes. Cluster bar charts and analysis of variance were used to analyse the data. The results showed that the children’s use of correct strategies for adding proper fractions with unlike denominators was higher than their use of correct strategies for adding improper fractions with unlike denominators. Thus, the children’s procedural knowledge of the addition of proper fractions with unlike denominators was higher than that of improper fractions with unlike denominators. Conceptual knowledge of the addition of fractions with unlike denominators was much lower than procedural knowledge of the same. The less advantaged (females, rural and low achievers) used fewer correct strategies and demonstrated less procedural and conceptual knowledge. Among other recommendations, curricula and classroom teaching should emphasise conceptual knowledge and its support for procedural knowledge of the addition of fractions with unlike denominators. Research interventions focussed on the less advantaged are advised.
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引用次数: 0
理科におけるシステム思考に関する高等学校教師の認識の実態把握 关于理科的系统思考的高等学校教师的认识的实态把握
IF 0.9 Q2 Mathematics Pub Date : 2023-07-31 DOI: 10.11639/sjst.22043
Takahiro Yamamoto
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引用次数: 0
Key Issues on Research in Science Education by Up-And-Coming Young Researchers 青年科学教育研究的关键问题
IF 0.9 Q2 Mathematics Pub Date : 2023-07-31 DOI: 10.11639/sjst.sp6401
Tomonori Sasaki
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引用次数: 0
編集委員会 编集委员会
IF 0.9 Q2 Mathematics Pub Date : 2023-07-31 DOI: 10.11639/sjst.announce64-1-1
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引用次数: 0
Causal Effects of Childhood Nature Experiences on Motivation for Science Learning 儿童自然体验对科学学习动机的因果影响
IF 0.9 Q2 Mathematics Pub Date : 2023-07-31 DOI: 10.11639/sjst.23012
Daiki Nakamura, Takuya Matsuura
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引用次数: 0
Perceptions of Lower Elementary School Children About Thinking from the Perspective of Insects 小学低年级儿童从昆虫角度思考的认知
IF 0.9 Q2 Mathematics Pub Date : 2023-07-31 DOI: 10.11639/sjst.22069
Karen Onodera, Hiroki Fujii
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引用次数: 0
Improvement and Evaluation of Teaching Materials for Measuring the Diameter of the Sun by Using Shading Sheet 《用遮阳片测量太阳直径》教材的改进与评价
IF 0.9 Q2 Mathematics Pub Date : 2023-07-31 DOI: 10.11639/sjst.22072
Ieyasu Takimoto
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引用次数: 0
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African Journal of Research in Mathematics Science and Technology Education
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