105 research outputs found

    A Literature Review for the Implementation of Computational Thinking for Ontario K-12 Classrooms

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    The importance of the problem-solving skills involved in computational thinking has gained significant traction since its introduction. As Ontario seeks to implement coding into the school curriculum, an analysis of previous implementation of computational thinking could provide a framework for which to formulate new curriculum in the province. A literature review was completed to investigate the following three questions: (1) How has computational thinking been implemented into education in a K-12 environment? (2) What barriers will affect the implementation of computational thinking in a K-12 environment? (3) What grade levels are appropriate for implementing the varying competencies of computational thinking? This literature review sheds light on the need for teacher support, the political implications involved in introducing new curriculum, and where computational thinking best fits into current K-12 curriculum

    Analisis Kemampuan Berpikir Komputasional Matematis Siswa Pada Materi Program Linear

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    Penelitian ini bertujuan untuk mendeskripsikan dan menganalisis kemampuan berpikir komputasi matematis siswa pada materi program liniear. Jenis penelitian yang digunakan pada penelitian ini yaitu penelitian deskriptif kualitatif. Populasi penelitian ini merupakan seluruh siswa kelas XI SMA Negeri 1 Cikampek yang terdaftar  pada semester gasal tahun ajaran 2022/2023. Subjek penelitian yang digunakan oleh peneliti diambil menggunakan teknik Sampling Kuota dengan jumlah kuota yang diinginkan sebanyak 35 siswa pada kelas XI. Pengumpulan data yang dslakukan dengan tes dalam bentuk soal uraian sebanyak 1 butir soal yang keseluruhan mencangkup indikator kemampuan berpikir kompuatasi matematis yaitu dekomposisi, pengenalan pola, abstraksi, dan berpikir alogaritma. Dari hasil analisis yang diperoleh nilai rata-rata dari 35 siswa sebesar 67,39 dengan nilai minimum sebesar 37,50 dan nilai maksimum sebesar 100. Kemampuan berpikir komputasional siswa dapat dikategorikan menjadi 5 kategori yaitu : pada kategori sangat baik terdapat 3 siswa dengan presentase 8%, kategori baik terdapat 6 siswa dengan presentase 17%, kategori cukup terdapat 15 siswa dengan presentase 43%, kategori rendah terdapat 9 siswa dengan presentase 26%, dan pada kategori sangat rendah terdapat 2 siswa dengan presentase 6%. Dapat disimpulkan bahwa siswa pada kategori baik sudah mampu memenuhi semua indikator namun kurang sempurna pada indikator berpikir abstraksi

    Problem-Solving and Computational Thinking Practices: Lesson Learned from The Implementation of ExPRession Model

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    Computational thinking ability is one of today's problem-solving methods that can be applied in physics learning. However, it is not yet known by most teachers so it has not been applied optimally in learning activities. This study aims to identify students' problem-solving and computational thinking abilities in solving well-structure physics problems. The subject of this study was the eleven grade majoring in natural science of SMAN 1 Bangunrejo. This type of research is descriptive research. The data used to analyze the students' problem-solving and computational thinking abilities were obtained from the essay test. Based on the results of descriptive analysis, it can be concluded that there is a relationship between students' problem-solving abilities and students' computational thinking abilities. In making a useful description, abstraction and decomposition abilities are needed, while to determine the physics approach and specific application of physics, generalization abiliy are needed. In solving mathematical procedures, algorithm ability are needed and to find out logical progressions, debugging ability are needed

    Problem-Solving and Computational Thinking Practices: Lesson Learned from The Implementation of ExPRession Model

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    Computational thinking ability is one of today's problem-solving methods that can be applied in physics learning. However, it is not yet known by most teachers so it has not been applied optimally in learning activities. This study aims to identify students' problem-solving and computational thinking abilities in solving well-structure physics problems. The subject of this study was the eleven grade majoring in natural science of SMAN 1 Bangunrejo. This type of research is descriptive research. The data used to analyze the students' problem-solving and computational thinking abilities were obtained from the essay test. Based on the results of descriptive analysis, it can be concluded that there is a relationship between students' problem-solving abilities and students' computational thinking abilities. In making a useful description, abstraction and decomposition abilities are needed, while to determine the physics approach and specific application of physics, generalization abiliy are needed. In solving mathematical procedures, algorithm ability are needed and to find out logical progressions, debugging ability are needed

    Efektivitas Pengembangan Media Bahasa Pemrograman Open-Source dalam Penerapan Computational Thinking Mahasiswa

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    Pendidikan di era 4.0 memberikan dampak dalam proses pembelajaran setelah sebelumnya hanya memanfaatkan media seadanya saja dari pengajar, dimana dengan perkembangan teknologi harus dapat memanfaatkan fasilitas internet dan dapat menunjang kompetensi mahasiswa secara teori dan praktek. Salah satu cara yang dapat dilakukan adalah dengan mengembangkan media berbahasa pemrograman open-source dengan penerapan computational thinking. Oleh karena itu tujuan dari penelitian ini adalah untuk membuat media berbahasa pemrograman open-source dengan penerapan computational thinking dan untuk mengetahui efektivitas dari media yang dikembangkan terhadap hasil belajar mahasiswa. Metode yang digunakan dalam penelitian ini adalah metode R & D serta penelitian eksperimental dengan subjek penelitian adalah mahasiswa Pendidikan Matematika Universitas Timor yang memrogram matakuliah Kalkulus Lanjut T.A. 2021/2022. Instrumen yang digunakan adalah lembar validasi ahli materi dan ahli media, angket respon mahasiswa, serta soal pre-test dan post-test. Hasil penelitian menunjukkan bahwa media yang dikembangkan mendapatkan penilaian “sangat baik” dari ahli materi dan ahli media serta dari mahasiswa. Sebagai tambahan, terdapat peningkatan hasil tes mahasiswa sebesar 91,36 setelah diberikan perlakuan meskipun mahasiswa cenderung kurang mendapatkan penekanan pada tahap persevering. Kesimpulannya, media yang dikembangkan efektif dalam meningkatkan hasil belajar mahasiswa

    Investigasi Kesulitan Siswa dalam Menyelesaikan Masalah HOTS Matematika

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    Masih banyak ditemukan siswa yang kesulitan dalam menyelesaikan masalah HOTS, padahal masalah tersebut banyak digunakan sebagai asesmen untuk mengukur kemampuan matematis siswa. Berdasarkan masalah tersebut, penelitian ini bertujuan mengidentifikasi kesulitan siswa dalam menyelesaikan masalah HOTS. Jenis penelitian yang digunakan adalah kualitatif dengan desain fenomenologi. Menggunakan teknik purposive sampling untuk menentukan subjek penelitian dan diperoleh 3 siswa sebagai subjek penelitian. Data diperoleh menggunakan tes, wawancara, dan observasi, sehingga memerlukan instrumen tes berupa masalah HOTS dan instrumen non tes meliputi pedoman wawancara dan lembar observasi. Keabsahan data pada penelitian ini menggunakan triangulasi metode dan triangulasi teori. Teknik induktif digunakan pada penelitian ini untuk menganalisis data penelitian. Hasil penelitian menunjukkan kesulitan siswa dalam menyelesaikan masalah HOTS ini disebabkan karena kesulitan dalam mematimatisasi dan memahami masalah, kesalahan dalam penerapan formula dalam memecahkan masalah HOTS. Faktor lain meliputi kurangnya latihan soal HOTS, kecemasan siswa dalam menyelesaikan masalah, sumber buku yang digunakan tidak efektif, dan seringnya guru memberikan masalah rutin daripada non rutin. &nbsp

    PRECODING ACTIVITIES TO IMPROVE STUDENT'S COMPUTATIONAL THINKING SKILLS

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    Coding means telling the computer to do something. In order to achieve this, the coder must understand what the problem is and what the best solution is. One of the things needed is pre-coding skills, including computational thinking skills. This study aims to improve students' computational thinking skills as a pre-coding ability. This classroom action research was conducted at a public elementary school in Dauh Puri, Denpasar, involving 20 first grade students. Data were collected based on observations in working on activity sheets and the results of student work on activity sheets. The data that has been collected was analyzed by quantitative descriptive. The results of data analysis showed that the students' computational thinking ability increased from pre-cycle activities, cycle I and cycle II respectively from 47.70 % to 65.05% and increased again to 81.50%. This increase in scores indicates that students' computational thinking skills can be improved by using student age-appropriate activity sheets as the basis for coding skills without having to involve a computer

    Knowledge Level and Self-Confidence on The Computational Thinking Skills Among Science Teacher Candidates

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    The trending topic in today's education is computational thinking skills which are used to help to solve complicated problems easier. This study aims to identify the level of knowledge and self-confidence of science teacher candidates (physics and biology) on computational thinking skills. The survey research design was used through a mixed-method approach by combining quantitative and qualitative approaches. The quantitative study involved 1016 randomly selected groups of science teachers while in the qualitative study, eight science teachers were chosen based on the scores obtained from the quantitative study. The questionnaire was used as a quantitative data collecting technique to analyze descriptive statistics. Then, an interview was used as the qualitative data collecting technique and was analyzed through theme creation. The findings show that science teacher candidates have a high level of knowledge and self-confidence. The implication of this study is very important for teacher candidates because computational thinking can help to facilitate problems solving in everyday life. Teacher candidates need to be given knowledge and understanding of computational thinking skills, to have readiness and self-confidence in facing the challenges of the learning in the 21st-centur

    Exploring the Characteristics of Digital Pedagogy Model for Developing Computational Thinking in Mathematical Problem Solving

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    Challenges in the 21st century are increasingly complex, technology is developing rapidly and competition is getting tougher. Therefore we need quality human resources that can keep up with and anticipate the times. The use of technology involves computational thinking (CT) skills which are closely related to the problem-solving process. The stages in computational thinking are part of mathematical thinking, meaning that learning mathematics can support students' CT skills. Through the development of digital pedagogical models in CT integrated mathematics learning, it can improve problem-solving skills. This research uses  design based implementation research with 4 phases including; preliminary research, prototyping, results, and design principle. The participants were 28 grade 8 junior high school students who took part in two rounds of experiment in direct CT activities and digital CT activities. In this paper, we present an iterative mathematical problem-solving process in the digital pedagogy model. The computational task, environment, tool and practices were iteratively improved over two rounds to incorporate CT effectively in mathematics. The results from CT environment demonstrated that direct CT activities are more effective than digital CT activities in mathematical problem-solving.  Based on empirical research, we summarize the characteristic of the digital pedagogy model from computational tasks, computational environment and tools, and computational practices in mathematical problem solving
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