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Peningkatan Ketrampilan Berfikir Computational Thinking Dalam Pembelajaran Berbasis Programming-Matematika Menggunakan Menggunakan Scratch: (Enhancing Computational Thinking Skills in Mathematics-Based Programming Learning Using Scratch) Anwar, Khairul; Kamid, Kamid; Kurniawan, Wawan; Sofnidar, Sofnidar; Alrizal , Alrizal
Jurnal JUPEMA Vol. 4 No. 1 (2025): May 2025
Publisher : Laboratorium Pembelajaran FKIP Universitas Jambi

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.22437/jupema.v4i1.38084

Abstract

Enhancing computational thinking in mathematics education is critical in today’s digital era. To address this need, the Mathematics Subject Teachers’ Group (MGMP) of Jambi City participated in a focused training program that integrated Scratch into mathematics instruction. The program comprised a pre-training needs survey, an intensive hands‐on workshop, and classroom implementation. Pre‐ and post‐training assessments revealed that 90% of participating teachers increased their understanding of Scratch‐based teaching, leading to an average 80% improvement in their computational thinking skills. In classroom trials, 85% of students exhibited higher engagement when teachers applied Scratch‐based activities. Furthermore, 90% of teachers reported greater confidence in designing and delivering technology‐enhanced mathematics lessons. These findings demonstrate that Scratch is an effective platform for supporting innovative, technology‐driven mathematics instruction, yielding measurable gains in both teacher competencies and student engagement. Abstrak. Peningkatan keterampilan berpikir komputasional menjadi hal yang esensial dalam pendidikan matematika, khususnya di era digital saat ini. Kelompok Musyawarah Guru Mata Pelajaran (MGMP) Matematika Kota Jambi membutuhkan pelatihan khusus yang dapat mengintegrasikan pemrograman dalam pembelajaran matematika untuk meningkatkan keterampilan berpikir komputasional guru dan siswa. Pelatihan ini dirancang dengan mengedepankan penggunaan aplikasi Scratch sebagai media pembelajaran berbasis programming-matematika. Metode yang digunakan dalam pelatihan ini meliputi survei kebutuhan untuk memahami kebutuhan spesifik peserta, workshop intensif yang melibatkan praktik langsung dalam pembuatan materi berbasis Scratch, dan implementasi media yang dihasilkan dalam kelas. Hasil dari pelatihan menunjukkan peningkatan pemahaman dan keterampilan guru dalam menggunakan Scratch sebagai alat bantu pembelajaran matematika serta adanya peningkatan keterampilan berpikir komputasional di kalangan guru. Temuan ini menunjukkan bahwa Scratch efektif sebagai platform yang mendukung pembelajaran matematika yang inovatif dan berbasis teknologi, serta meningkatkan keterampilan berpikir komputasional guru dan, pada gilirannya, siswa.
Problem-based learning model on mathematical analytical thinking ability and science process skills Syaiful, Syaiful; Kamid, Kamid; Kurniawan, Dwi Agus; Pratama, Wahyu Adi
Al-Jabar: Jurnal Pendidikan Matematika Vol 12 No 2 (2021): Al-Jabar: Jurnal Pendidikan Matematika
Publisher : Universitas Islam Raden Intan Lampung, INDONESIA

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/ajpm.v12i2.9744

Abstract

This research serves as a reference for teachers to implement problem-based learning models on analytical thinking skills and science process skills in mathematics subjects. This research examines the differences and relationships between students' analytical thinking skills and science process skills with problem-based learning models in mathematics. The sample of this research consisted of 180 students. This research is a quantitative study with a questionnaire as the instrument. The obtained data were analyzed using the t-test and correlation test. The results showed a significant difference between analytical thinking skills and students' science process skills, especially on the indicators of Observation and Classification at SMPN 35 Batanghari and SMPN 8 Batanghari students who applied the problem-based learning model in mathematics. Furthermore, it was found that there was a relationship between analytical thinking skills and science process skills because students with analytical thinking skills possessed better science process skills in problem-based learning models in mathematics subjects.
Impact of PASSPORT learning model on improving students' mathematical communication skills Jufri, Jufri; Asrial, Asrial; Johari, Asni; Kamid, Kamid
Al-Jabar: Jurnal Pendidikan Matematika Vol 16 No 1 (2025): Al-Jabar: Jurnal Pendidikan Matematika
Publisher : Universitas Islam Raden Intan Lampung, INDONESIA

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/ajpm.v16i1.26320

Abstract

Purpose: This study aims to analyze the effectiveness of the PASPOR learning model in improving students' mathematical communication skills compared to the Think-Talk-Write (TTW) model. Method: A quasi-experimental design was employed, involving two groups of PGSD students at Universitas Rokania: an experimental group taught using the PASPOR model and a control group taught using the TTW model. Data on mathematical communication skills were collected through pretests and posttests, and analyzed using normality, homogeneity, independent-sample t-tests, N-Gain calculations, and effect size, with the aid of SPSS 26. Findings: The findings indicate that students who learned with the PASPOR model showed a substantial improvement in their mathematical communication skills compared to those who experienced the TTW model. The enhancement was characterized by more active participation in collaborative learning, deeper engagement in discussion, and greater ability to express and reflect on mathematical ideas. Significance: The study highlights that the PASPOR learning model can serve as an effective and strategic alternative in mathematics education for developing students’ mathematical communication skills. This model not only fosters deeper conceptual understanding but also encourages critical thinking, teamwork, and effective communication, providing valuable insights for educators seeking to enhance mathematics instruction at various educational levels.
A Study of Cooperative Learning Model with Process Skills in Elementary School Kamid, Kamid; Syaiful, Syaiful; Theis, Roseli; Sufri, Sufri; Rohana, Siti
TERAMPIL: Jurnal Pendidikan dan Pembelajaran Dasar Vol 9 No 1 (2022): TERAMPIL
Publisher : Universitas Islam Negeri Raden Intan Lampung

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/terampil.v9i1.9589

Abstract

The purpose of this study was to determine student responses to process skills on jigsaw and STAD learning models for mathematics subjects. This research was conducted at SD Negeri 04/I Sungai Ruan Ilir and SD Negeri 52/I Kilangan II in Batanghari district. The method in this research is comparative quantitative data analysis, where comparative is research that compares two or more variables. The result of this research is that there is a hypothesis test result (T) which shows that there are differences in the jigsaw learning model at SD Negeri 04/I Sungai Ruan Ilir and SD Negeri 52/I Kilangan II in Batanghari district on Mathematics. Furthermore, it was found that there were differences in the learning model of student team achievement divisions (STAD) at SD Negeri 04/I Sungai Ruan Ilir and SD Negeri 52/I Kilangan II in Batanghari district regarding Mathematics. So it can be concluded that there is a comparison between 2 elementary schools on process skills in the jigsaw and STAD learning models on mathematics subjects
The Influence Of Mathematical Process Skills On The Character Of Cooperation In High Grades Of Acceleration And Debit Materials Kamid, Kamid; Kurniawan, Dwi Agus; Perdana, Rahmat; Minarsih, Minarsih; Rohana, Siti; Ferdinan, Roy Andre; Alfiana, Rizki
TERAMPIL: Jurnal Pendidikan dan Pembelajaran Dasar Vol 10 No 1 (2023): TERAMPIL
Publisher : Universitas Islam Negeri Raden Intan Lampung

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/terampil.v10i1.15031

Abstract

The aim of this research is to find out how mathematical process skills influence the cooperation of high class students on acceleration and discharge material. This type of research uses mixed methods with an explanatory design. The sample for this research was 18 high school students at 4 different elementary schools. The collection used a random sampling technique. The instruments used in this research are a questionnaire sheet and observation sheet with cooperative characters as basic indicators and mathematical process skills as integrated indicators. The data obtained were analyzed using descriptive statistics and using regression tests for cooperative characters and mathematical process skills. This study confirms that mathematical process skills have an impact on students' cooperative character. This is proven by a sig (2-failed) value < 0.05. It can be concluded from the results of the table that the four schools have a regression influence on mathematical process skills with a cooperative character on mathematics learning regarding measurement and discharge material.
Analysis of Students’ Problem Solving Ability Based on Metacognition Ability in Set Topic Pardiansyah, Riko; Kamid, Kamid; Hariyadi, Bambang
Indonesian Journal of Science and Mathematics Education Vol. 4 No. 2 (2021): Indonesian Journal of Science and Mathematics Education
Publisher : Universitas Islam Negeri Raden Intan Lampung

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/ijsme.v4i2.8668

Abstract

This mixed method research was conducted to find out how students' problem-solving abilities were seen from the metacognition ability on the topic set. The population in this study were class XII students of MAN 2 Jambi City in the 2020/2021 academic year. The sample in this study was selected using the simple random sampling technique. The results of this study indicate that students' problem solving abilities based on students' metacognitive abilities on the topic of the set are in the good category. Metacognition ability can make it easier for students to solve mathematical problems that have been given. Metacognition indicators that seem to have been mastered by students in this study are awareness, regulation, and evaluation.
Analyzing Learning Obstacle with Didactical Design Research on Three Dimensional Distance Material Dharma, Dian; Kamid, Kamid; Yantoro, Yantoro
Indonesian Journal of Science and Mathematics Education Vol. 4 No. 3 (2021): Indonesian Journal of Science and Mathematics Education
Publisher : Universitas Islam Negeri Raden Intan Lampung

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/ijsme.v4i3.10355

Abstract

he purpose of this study was to analyze the barriers to learning three-dimensional distance material using Didactical Design Research (DDR). The subjects of this study were two groups of class 12. The instruments used in this study were pretest (initial test) and post test (final test) which consisted of a test of the respondent’s ability, interview sheets, and observation notes. The data obtained were analyzed using three DDR steps: (1) didactic situation analysis by recontextualizing, repersonalizing, and developing didactic designs which include PDA (Pedagogical Didactic Anticipation); (2) metapedadidactic analysis by applying PDA; and (3) retrospective analysis linking didactic and metapedadidactic situations. The results showed that the identified learning obstacles can be anticipated by using PDA. The application of the didactic learning design shows that this design can be an alternative to third-dimensional distance learning in grade 12 because it can minimize student learning barriers that have been identified previously.
Enhancing mathematical concept understanding: The influence of scaffolding in team-assisted individualization based on self-regulation Pakpahan, Nicolaus; Kamid, Kamid; Muhammad, Damris
Indonesian Journal of Science and Mathematics Education Vol. 8 No. 1 (2025): Indonesian Journal of Science and Mathematics Education
Publisher : Universitas Islam Negeri Raden Intan Lampung

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/ijsme.v8i1.23481

Abstract

Effective learning requires strategies that support students' understanding of mathematical concepts and promote independent learning. This study examines the impact of scaffolding in Team Assisted Individualization (TAI) on students' mathematical conceptual understanding and the role of self-regulation in the learning process. The research employs a quasi-experimental design with a nonequivalent pre-test and post-test control group design involving 109 randomly selected high school students. Data analysis was conducted to compare the effectiveness of TAI with scaffolding, TAI without scaffolding, and Direct Instruction, as well as to evaluate the interaction between learning models and students' self-regulation levels. The results indicate that TAI with scaffolding significantly enhances students' mathematical conceptual understanding compared to other methods. Furthermore, students with high self-regulation demonstrated better conceptual understanding. Interaction analysis reveals that students with moderate to high self-regulation benefit more from scaffolding-based learning. The study concludes that scaffolding in TAI improves students' mathematical conceptual understanding. These findings highlight the importance of gradual scaffolding in supporting students' comprehension before they transition to independent learning. Additionally, this model effectively enhances students' autonomy and critical thinking skills in the classroom.
Evaluating the theoretical validity of the PASPOR model for enhancing mathematical communication in teacher education Jufri, Jufri; Asrial, Asrial; Johari, Asni; Kamid, Kamid
Journal of Advanced Sciences and Mathematics Education Vol 5, No 1 (2025): Journal of Advanced Sciences and Mathematics Education
Publisher : CV. FOUNDAE

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.58524/jasme.v5i1.744

Abstract

Background: Mathematical communication is a key skill for preservice primary school teachers, enabling them to effectively facilitate understanding in the classroom. Despite its importance, many students in teacher education programs struggle to convey mathematical concepts clearly in both verbal and symbolic forms.Aim: This study aimed to evaluate the theoretical validity of the PASPOR Model—comprising Pairing, Square, Presentation, and Repetition—as an instructional framework designed to enhance mathematical communication in preservice teacher education.Method: A development research approach was applied, based on the Plomp model. Expert validation focused on five core components: syntax, social system, reaction principle, support system, and instructional impact. Data were collected using structured instruments completed by mathematics education experts and analyzed through both quantitative and qualitative techniques.Result: The findings demonstrated high theoretical validity for the PASPOR Model. Expert ratings ranged from 3.68 to 3.97, with reliability coefficients exceeding 0.90 across all components. Experts affirmed the model’s internal consistency, pedagogical relevance, and effectiveness in promoting structured, collaborative mathematical communication among learners.Conclusion: The PASPOR Model is a theoretically sound and pedagogically appropriate instructional model for improving mathematical communication in preservice teacher education. Its structured stages support cooperative learning and reflective interaction. The strong expert agreement endorses its integration into teacher education curricula and provides a foundation for future empirical studies to assess its practical application and adaptability in various learning contexts, including digital platforms.
Navigating geometric thought: A classroom-based intervention using discovery-contextual strategies aligned with van Hiele’s cognitive framework Arlianti, Nofyta; Kamid; Marzal, Jefri; Hasibuan, Muhammad Haris Effendi
Al-Jabar: Jurnal Pendidikan Matematika Vol 16 No 2 (2025): Al-Jabar: Jurnal Pendidikan Matematika
Publisher : Universitas Islam Raden Intan Lampung, INDONESIA

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24042/ajpm.v16i2.27845

Abstract

Purpose: This study aims to investigate the enhancement of students’ geometric thinking through the integration of Discovery–Contextual learning strategies with van Hiele’s levels of reasoning. In addition, it examines the contribution of logical–mathematical intelligence to mathematics learning outcomes by synthesizing findings from prior research. Method: The research employed a classroom action research design implemented in three iterative cycles involving 13 fifth-semester mathematics education students. Data were collected through geometry thinking tests, observation notes, and the van Hiele-based assessment tool, then analyzed descriptively to track cognitive development across cycles. Complementing this, a meta-analysis of 41 empirical studies was conducted using a random-effects model to evaluate the consistency of logical–mathematical intelligence on students’ mathematics achievement. Findings: The results indicate steady improvement in students’ geometric reasoning, particularly at the deduction and rigor levels, with mean performance rising from 78.4% in the first cycle to 92.8% in the third. Reflection across cycles also revealed stronger engagement, reflective thinking, and collaborative learning. The meta-analysis further confirmed that logical–mathematical intelligence consistently exerts a strong and stable influence on mathematical performance across different educational stages and contexts. Significance: Findings highlight the pedagogical value of combining Discovery–Contextual learning with van Hiele’s framework to cultivate higher-order geometric thinking. At the same time, the evidence underscores the necessity of integrating logical reasoning into curriculum design and instructional strategies. Together, these contributions provide both theoretical insights and practical guidance for advancing mathematics education, especially in preparing prospective teachers to meet diverse cognitive needs.
Co-Authors -, Maison Ade Kumala Sari Adtria, Khoirunisa Vivi Agung Febrianto Agustina . Ahmad Mansur Nawahdani Ahmad Puguh Eriawan Akrom, Akrom Al Ikhlas Alfiana, Rizki Alhakko Latif Ali Sadikin Alrizal , Alrizal Amelia, Elga Amelia Anak Agung Gede Sugianthara Andri Mahardhika Birda ANGGRAENI, RENI Anifa Ruzki Amalia Anisa Ermaida Aprizal Lukman Arie Gusman Arta Rajasha Herlambang Asni Johari Asrial Asrial Astalini Astalini Athikah, Athikah Aty Mulyani Ayu Wandari Azzahra, Miftahul Zannah Bambang Hariyadi Bambang Hariyadi Bambang Hariyadi BT Yosi Olda Fionika Damris Muhammad Damris Muhammad Darmaji Darmaji Darmaji Della Novalita Deviani Asri Dewi Iriani Dewi Iriani Dewi, Rina Kusuma Dharma, Dian Dian Dharma Dwi Agus Kurniawan edumatica FKIP effendi, zaimi Ekawarna Ekawarna, Ekawarna Eko Nuriyatman Elza Triani Evita Anggerein Evita Anggereini Fadilla, Anisa Raihan Fadillah, Agus Ferdinan, Roy Andre Fibrika Rahmat Basuki Fionika, BT Yosi Olda Fitra, Dian gusmi kholijah HARYANTO Haryanto Haryanto Haryanto Haryanto Hasna Hasiibunnisa Hayati, Tri Rahmah Hedia Rizki Hellinawati Hellinawati Hikmawati Hikmawati Humairah Farsa Husni Sabil Husnul Khatimah Iga Mawarni Imelda Aisah Sarip Jayawarsa, A.A. Ketut Jefri Marzal Jufri Jufri Jules Nurhatmi Junita, Ranisa Khairisti Iis Handayani Khairul Amin Khairul Anwar Khairul Anwar KHAIRUL ANWAR Khairul Anwar Kurniawan, Dwi Agus Liska Yanti Pane Lismayani, Lismayani M Rusdi M Rusdi M. Rusdi M. Rusdi Mardhotillah, Bunga Marlina Marlina Martinawati Martinawati meirisa sahanata Miftahul Zannah Azzahra Minarsih Minarsih Muhaimin Muhaimin Muhaimin Muhaimin Muhammad Eka Setiawansyah Muhammad Haris Effendi Hasibuan Muhammad Rusdi Muhammad Rusdi Muhammad Rusdi Muhtadin Muhtadin Mujahidawati Mujahidawati Mujahidawati Mujahidawati, Mujahidawati Mukhlash Abrar Munajib Munajib Muslim Muslim Mutia, Rada Irma Nabilah, Balqis Saffanah Nabilla, Hanif Alyaa Nawahdani, Ahmad Mansur Neilul Isra Pratama niken rarasati Nina Mardiana (F01108057) Ningsih, Irma Widya Nizlel Huda Nofyta Arlianti, Nofyta Noor Fajriah, Noor Novi Yosheva Nurdina Khairunnisa Nurfatikhah Nurfatikhah Oktavia, Sri Wina Olva Fitaloka Pakpahan, Nicolaus Pardiansyah, Riko Pebriana Pebriana Perdana, Rahmat Pramesti, Ajeng Retno Prameswari, Nirmala Prastika Istiqomah Pratama, Wahyu Adi Putri, Fhadira Insani Rahman, Adriyan Ardi Rahmat Septria Rambe, Najwa Olifia Annnisa rarasati, niken Ratumas Feby Purniance Rayandra Asyhar Resmita Resmita, Resmita Rezki Amalia, Nosa Rhamadan, Fany Fachri Rido Ilham Widodo Rifni Anjani Riki Chandra Wijaya Riko Pardiansyah Rina Kusuma Dewi Risnita Risnita Rita Ningsih, Rita Rivani, Putri Ayu Rizki, Hedia Rizki, Hedia Rohati Rohati Rohati Rohati Rohati Rohati Romadhona, Ferry Roseli Theis Roseli Theis Rusdi Rusdi S.Pd. M Kes I Ketut Sudiana . Sabila Eka Septi Sabri Amin Saharudin Saharudin Saharudin Saharudin Saharudin Saharudin Saputri, Rikhel Saputri, Titin Rezeki SATRIYAS ILYAS Saumi Malini Septi, Sabila Eka Septiani Wulandari Siti Rohana Siti Rohana Slamet Ngadino Sofnidar - Sri Dewi Sri Winarni Sri Winarni Suci, Antonynio Sufri Sufri Sufri Sufri Suratno Sutrimo Sutrimo Sutrimo Sutrimo, Sutrimo Sutrisno Sutrisno, Sutrisno Syafitri, Dwi Nurhafifah Syaiful . Syaiful Syaiful Syaiful Syaiful Syamsurizal - - Syamsurizal Syamsurizal syamsurizal syamsurizal Tata Ristiati TRIANI, ELZA Venty Emma Chahyanti Vita Ria Syafitri Z Wahyu Adi Pratama Wahyu, Tri Dedy Wandari, Ayu Wandari, Ayu Wardi Syafmen Wardi Syafmen Wawan Kurniawan Widodo, Rido Ilham Yantoro, Y Yantoro, Yantoro Yelli Ramalisa Yulita Dwi Citra Yulita Sinabang Yuliya, Sri Yuni Widiati Yunita Permata Sari zulistia nabila Zurweni Zurweni