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YouTube Platform in Teaching and Learning Constructions of Geometric Figures Orhani, Senad
JOURNAL OF DIGITAL LEARNING AND DISTANCE EDUCATION Vol. 2 No. 7 (2023): Journal of Digital Learning and Distance Education (JDLDE)
Publisher : RADINKA JAYA UTAMA PUBLISHER

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.56778/jdlde.v2i6.173

Abstract

This scientific paper aims to investigate the impact of the YouTube platform on the teaching and learning of constructions of geometric figures. The YouTube platform is an online video-sharing environment that has gained widespread popularity due to the versatile and diverse content it offers. In this study, we analyze the use of the senadorhani YouTube channel in the context of teaching geometry and the construction of geometric figures. The study includes the benefits and challenges that the use of this platform brings to the process of teaching and learning the constructions of geometric figures. The purpose of this scientific paper is to investigate the potential and influence of the YouTube platform in teaching and learning the constructions of geometric figures. To carry out this research, a methodology based on the content analysis of the YouTube platform has been chosen. The sample was selected by the students of the “Heronjtë e Lumës”, “Dëshmorët e Vërrinit”, “Zef Lush Marku”, “Samidin Emini” and “Lidhja e Prizrenit” schools. The sample is represented by students of classes VI-IX with a total of 106 students. A range of appropriate methods were used to collect the data for this study. These include student surveys, qualitative interviews, and content analysis on the YouTube platform. The results show that YouTube offers a wide range of geometry learning content, including demonstrations, tutorials, and detailed explanations. This research assesses that the use of YouTube has great potential to improve the teaching and understanding of constructions of geometric figures.
Incorporating algorithms into mathematics syllabus Orhani, Senad
International Journal of Curriculum Development, Teaching and Learning Innovation Vol. 3 No. 2 (2025): March: Curriculum Development, Teaching and Learning
Publisher : Trigin Institute

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.35335/curriculum.v3i2.232

Abstract

In the digital age, developing algorithmic thinking skills has become particularly important for preparing students for the challenges of the 21st century. This study examines the potential of including algorithms and coding basics in mathematics syllabus, with the aim of improving students’ logical, analytical, and creative skills. Despite the increasing reliance on technology and automation in modern industries, many school curricula still focus on conventional mathematical problem-solving techniques without incorporating computational approaches that are essential for future careers in science, technology, engineering, and mathematics (STEM). The paper is based on theoretical and experimental research that addresses the integration of algorithms with traditional mathematical topics, such as algebra, geometry, and calculus, explaining how these approaches can help develop complex problem-solving skills. The research includes an analysis of international educational practices where algorithms have been successfully integrated into mathematics courses, including the use of tools such as Python, Scratch, and pseudocode to teach the concept of functions, data structures, and various algorithmic models. Furthermore, the study highlights the benefits of such teaching in fostering interdisciplinary thinking in fields such as computer science, engineering, and the natural sciences. The results show that students exposed to algorithms not only demonstrate a deeper understanding of mathematical concepts but also develop skills to address practical problems in a structured and innovative manner. This study also provides recommendations for teachers and curriculum designers for the effective implementation of algorithms in teaching, while maintaining a balance between traditional mathematics and contemporary technologies. In conclusion, incorporating algorithms into mathematics syllabus is an important step towards preparing the next generation for the digital and automated world, empowering students with skills that are essential for academic and professional success. The research has wide-ranging implications for education, pedagogy, and workforce development. By integrating algorithms into mathematics curricula, students develop skills that are essential for the digital economy, leading to more engaging learning experiences and improved academic performance. The study contributes both theoretically and practically to educational research and provides a solid foundation for future educational reforms in STEM disciplines
Addressing Students’ Challenges in Acquiring Trigonometric Function Concepts: A Didactic Approach to Education for Sustainable Development Orhani, Senad
Journal of Education for Sustainable Development Studies Vol. 1 No. 2 (2024): Journal of Education for Sustainable Development Studies
Publisher : Scientia Publica Media

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.70232/jesds.v1i2.15

Abstract

The concepts of trigonometric functions constitute one of the main challenges that students face when studying mathematics in secondary and higher education. This paper addresses these challenges through a sustainable educational approach aligned with the principles of Education for Sustainable Development (ESD). The study identifies the main difficulties, such as graphical representation, real-life application of trigonometric functions and the conceptual understanding of angles and ratios. Through the methodology of observing students during lessons, weak points in the understanding of concepts such as the graphical representation of trigonometric functions, the use of trigonometric equations in real situations, and the difficulties arising from the lack of a clear connection between angles and ratios have been trigonometric identified. Based on these observations, didactic strategies have been proposed that include more interactive methods and the use of technology to improve student’s skills. The results of this study suggest that a new didactic approach, based on concrete examples and practical experience, helps to create a more stable and in-depth understanding of trigonometric functions. The findings of this study contribute to the development of educational practices focused on ESD, supporting students’ capacity to adapt, innovate, and engage in complex problem solving within mathematics education. Through a didactic approach that focuses on advanced teaching methods and the use of educational technology, this paper offers recommendations for improving teaching practices to facilitate the acquisition of complex mathematical concepts.
Learning Architecture: How U-Shaped Desks Affect Classroom Dynamics Orhani, Senad
Journal in Teaching and Education Area Vol. 2 No. 3 (2025): JITERA - Journal in Teaching and Education Area
Publisher : Yayasan Al Hidayah

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.69673/gp83re17

Abstract

U-shaped desk organization on classroom dynamics, focusing on teachers’ experiences and perceptions. The U-shape is considered one of the most effective student seating patterns, as it allows for increased visual contact, fostering collaboration and active involvement in the learning process. Through a qualitative methodology, the research will be based on semi-structured interviews and direct classroom observations, collecting data from teachers at different levels of education. The analysis will focus on how this form of seating affects interaction, discipline, motivation, and the building of a collaborative classroom climate. The results showed that the U-shape desk arrangement significantly improves student interaction, engagement, and discipline, creating a more collaborative and democratic classroom climate, although practical challenges such as limited space remain an obstacle to its full implementation.
From Stated Knowledge to Certainty of Thought: A Study on Four-Level Tests in Mathematics Teaching Orhani, Senad
Journal of Education for Sustainable Development Studies Vol. 2 No. 2 (2025): Journal of Education for Sustainable Development Studies
Publisher : Scientia Publica Media

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.70232/jesds.v2i2.53

Abstract

Traditional approaches to assessment in mathematics are often limited to measuring final results, without providing sufficient insight into students’ cognitive processes and confidence in their answers. The Four-Tier Diagnostic Test (FTDT) represents an innovative assessment instrument designed to evaluate not only the correctness of knowledge but also students’ confidence levels, reasoning accuracy, and ability to distinguish between accurate understanding and misconceptions. This study aims to analyze the application of FTDT in mathematics teaching, focusing on identifying conceptual difficulties and the structure of students’ beliefs regarding their knowledge. The research was conducted with 70 lower secondary school students from “Heronjtë e Lumës” in Vërmica, Prizren, Kosovo, through a specially designed diagnostic instrument covering topics such as algebra, geometry, probability, and statistics. Data were analyzed using descriptive and inferential statistics, including Chi-square, Pearson correlation, and t-tests, supported by qualitative analysis of reasoning patterns. The results revealed that the FTDT enables a precise distinction between errors caused by lack of knowledge, uncertainty of thought, and persistent misconceptions. Students were classified into three cognitive profiles: those with stable knowledge, those with unstable knowledge, and those with strong misconceptions. A significant positive correlation (r = .66, p < .001) was found between confidence in answers and reasoning, confirming that confidence is a reliable indicator of conceptual stability. The findings demonstrate that FTDT serves as a valuable diagnostic and pedagogical tool for mathematics teachers, supporting the design of personalized teaching strategies and targeted interventions. This study contributes to the growing body of research emphasizing diagnostic assessment as a cornerstone for improving the quality and sustainability of mathematics education. Ultimately, the ability to gauge one’s certainty accurately is essential for making informed, sustainable decisions in complex, real-world problem-solving scenarios.