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Febrian, Febrian
Universitas Maritim Raja Ali Haji
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Journal : Jurnal Gantang

 1 
Tari Boria Etnomatematika pada Tari Boria di Pulau Penyengat: Etnomatematika pada Tari Boria di Pulau Penyengat Febrian , Febrian; Scesa, Laidy Aprilia; Febrian, Febrian; Rahmatina, Desi
Jurnal Gantang Vol 8 No 2 (2023): Jurnal Gantang
Publisher : Universitas Maritim Raja Ali Haji

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31629/jg.v8i2.6637

Abstract

Boria dance is an art from Penyengat Island that shows the skill of marching and dancing to the rhythm of music in various song rhythms. The dance is performed by paying attention to the floor pattern, appropriateness of Movement, and appropriate rhythm. All of this is done to achieve the beauty of the dance. This research examines the ethnomathematics of the Boria dance on Penyengat Island. This research is qualitative research with an ethnographic approach. The data source for this research is arts activists at the Penyengat Heritage Cultural Studio. Data was collected by observation, interviews, and documentation with the main instrument, the researcher himself. Next, data analysis was carried out using domain, taxonomy, component, and cultural theme analysis. The research results found that there were mathematical activities, namely counting the beats made by dancers, measuring the distance between dancers before and after entering the stage, and designing the movements and floor patterns of the Boria Dance. The mathematical concepts in this research are multiplication, non-standard units of measurement, angles, and flat figures.
Etnomatematika pada Permainan Tradisional Porok di Desa Penaga Husna, Nindita Asma Ul; Febrian, Febrian; Risky, Muhamad; Arifin, Yesica Salshabila; Hamudin, Irna Andriani; Sarah, Sarah; Anderi, Anderi; Hakim, Usnul; Wardina, Fildza
Jurnal Gantang Vol 8 No 2 (2023): Jurnal Gantang
Publisher : Universitas Maritim Raja Ali Haji

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31629/jg.v8i2.6653

Abstract

Ethnomathematics is a science that studies the existence of mathematical concepts in social culture. One of the cultures in Indonesia is traditional games, which are a reflection of local wisdom. Traditional games can be linked to mathematics learning through an ethnomathematics approach. One example is the game of porok. The Porok game is among the most popular traditional games in Penaga Village, Bintan Bay and the Riau Islands. This game can potentially be explored regarding its use in mathematics learning. Thus, this research aims to dig deeper into the mathematical concepts and activities of the porok game as a form of ethnomathematics. This research uses a qualitative approach with an ethnographic design. The data source for this research is the head of the Dang Merdu studio in Penaga Village, Bintan Regency. Data collection was carried out through observation, interviews and documentation. The data analysis technique is carried out through 4 stages of analysis: domain analysis, taxonomic analysis, componential analysis, and cultural theme analysis. The research found basic activities and mathematical concepts in this game. The mathematical activities obtained are counting, measuring, explaining, playing and planning. Apart from that, this game has mathematical concepts, namely, value comparison, addition, geometric figures and probability, arithmetic sequences and series, probability and rotation.
Eksplorasi Etnomatematika Pada K Eksplorasi Etnomatematika Pada Kelong Apung di Malang Rapat: Etnomatematika pada Kelong Apung Harahap, Dwi Fajri Hasanah; Febrian, Febrian; Nurizati, Nurizati; Sanadia, Sanadia; Adelia, Marvina; Ambarita, Nova Indah; Candraningtyas, Rara; Rahmawati, Kurnia
Jurnal Gantang Vol 8 No 2 (2023): Jurnal Gantang
Publisher : Universitas Maritim Raja Ali Haji

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31629/jg.v8i2.6662

Abstract

Mathematics taught in schools is often associated with the material needs of students; mathematics not only does not have to be understood in the school environment but also understood in other surrounding environments, such as culture and others. This study aimed to determine the ethnomathematics of Malay traditional floating kelong in Malang Rapat, Bintan Regency. The research method used is a descriptive qualitative method with an ethnomathematical approach. The research instruments used are observation sheets, interviews and documentation. Based on the research results presented, the author concluded, namely, the use of mathematical concepts in certain cultures and societies, such as the use of addition and subtraction in calculating the amount of wood used or the number of barrels used in floating kelongs. Making floating kelongs using basic mathematics, especially addition and subtraction operations, can be used to calculate the amount of wood used to construct floating kelongs and the number of barrels applied. Taxonomy is also applied to analyze and categorize certain elements in research, concerned with understanding how the components of floating kelong are classified or organized. The role of mathematics in identifying and calculating pesky components (materials that bring good luck or maintain security) used in floating kelongs. Ethnomathematics can also involve understanding the cultural themes underlying the use of mathematics in everyday life, such as how mathematical concepts are integrated with cultural beliefs and practices in the construction of floating kelongs.
Development of an electronic worksheet integrated with the ethnomathematics of indigenous fish trap called Bubu as the context to promote space geometry learning Manurung, Julian Lois; Febrian, Febrian; Astuti, Puji
Jurnal Gantang Vol 9 No 2 (2024): Jurnal Gantang
Publisher : Universitas Maritim Raja Ali Haji

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31629/jg.v9i2.6947

Abstract

This study aims to produce an e-worksheet product based on ethnomathematics of fish trap in the form of Bubu on valid and practical space geometry material. This type of research is Research and Development (R&D) using the ADDIE development model. According to the needs of the researchers in this study, they only carried out three stages: analysis, design, and development. The data collection instruments were expert validation sheets and teacher and student response questionnaires. The data obtained were qualitative and then converted into quantitative data on an interval scale using MSR. The results of the material expert validation obtained an assessment of 80.36% with very valid criteria, the media expert validation obtained an assessment of 82.51% with very valid criteria, and the language expert validation obtained an assessment of 82.27% with very valid criteria. The results of the practicality test by the teacher obtained an assessment of 81.09% with very practical criteria, and the practicality test by students obtained an assessment of 84.33% with very practical criteria. The ethnomathematics-based e-worksheet that was developed has achieved valid and practical criteria. Therefore, the product created is worthy of being tested for its effectiveness.
Ethnomathematics in the rhythmic patterns of Bebano musical instruments of the Malay community of Riau Islands Peratama, Affry Darmawan; Febrian, Febrian; Elvi, Marianti
Jurnal Gantang Vol 9 No 2 (2024): Jurnal Gantang
Publisher : Universitas Maritim Raja Ali Haji

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31629/jg.v9i2.6956

Abstract

Bebano instrument is one of the traditional Malay musical instruments, a type of percussion or hit instrument. Most of the rhythm patterns in Malay music can be played with Bebano, namely langgam, zapin, inang, joget, and jogi rhythm patterns. This study aimed to determine the form of ethnomathematics in the rhythm patterns of Bebano musical instruments as mathematics learning materials. This study is qualitative research with an ethnographic approach. The research subjects were Penyengat Island art activists at Staman Malay Music. Data was collected by observation, interview, and documentation, with the main instrument being the researcher himself. Data analysis techniques included domain analysis, taxonomy, componential, and cultural themes. The study's results found the concept of mathematics contained in the rhythm patterns of Bebano musical instruments. In playing activities, mathematical material is found, namely variablizing and combination. While in the calculation activity, mathematical material is found, namely the form of fractional numbers.
Co-Authors Ade Hastuty Adelia, Marvina Adjar Pratoto, Adjar Akbar, Muh. Imaduddin Alfi Muiz Ambarita, Nova Indah Anderi, Anderi Andien Putri Aullia Annalisa Yahanan, Annalisa Annisa Pratiwi, Annisa Anovani, Euis Intan Apriandi, Mada Apriyani, Lusi Arifin, Yesica Salshabila Army, Noor Astiena, Adila Kasni Bambang Sugianto Bayu Dwi Anggono Candraningtyas, Rara Chandra, M Jeffri Arlinandes Chrismesi Pagiu Dewi Nusraningrum, Dewi Dzulqadri, Abrar Elmadiantini, Elmadiantini Elvi, Marianti Erwin Erwin Fahmi Yoesmar Ar-Rasyidi Fariz Dinata Faridhi Fathoni Fathoni Febrian , Febrian Febrian, Deni Febrianto, Danu Febrina, Raissa Firdaus Firdaus Firdias I, Achmad Firman Muntaqo Firmansyah Firmansyah Fricia, Deyana Gunawan, Febri Hakim, Usnul Hamudin, Irna Andriani Hapsari, Umi Harahap, Dwi Fajri Hasanah Hasudungan, Oktar Husien , Nani Husna, Nindita Asma Ul Ibrah Prayogo, Dhian Idham Lakoni Ihlasuddini, Habiba Nabila Indarto, Fari indriyani, santi Istiar, Widi Anggar Iza Rumesten Iza Rumesten RS Jahyus, Muhammad Ryan Jajang Gunawijaya, Jajang Jamilullah, Jamilullah Jessica Aulia Sheril Joni Emirzon Kalamor, Albady Ahmad Khoirul Hidayat Kurnia Rahmawati, Kurnia Lihawa, Wahyudin Manurung, Julian Lois Maulana, Sofyan Fajar Merta, M. Martindo Muhammad Rifqi Maulana Muslimin, Muhammad Nabila Nurasyifa Naibaho, Erwan Napitupulu, Diana R.W. Napitupulu, Diana Ria Winanti Nashriana, Nashriana Neisa Angrum Adisti Nihayah, Badi'atun NIZAR, MOHAMMAD Nugraha, Irfan Nugraha, Irfan Nurhikmah, Siti Nurizati Nurizati Oslita, Oslita Paduloh Paduloh Peratama, Affry Darmawan Puji Astuti Putu Samawati, Putu Rasidi, Rasidi Reynaldi, Delvin Riansyah, Rizqy Ridwan, Ridwan Rifai, Abil Rikadiana, Rikadiana Rino Ferdian Surakusumah Risky, Muhamad Riyanto, Slamet - Rizanda Machmud Ruben Achmad Rumestan, Iza Sanadia, Sanadia Saputra, Indrawan Yoswanda Sarah Sarah, Sarah Scesa, Laidy Aprilia Setiawan, Faiq Rizqi Sidabutar, Victor Antonius Saragih Sitindaon, Iwan Victor Leonardo Slamet Riyanto Sukma Adi Perdana, Sukma Adi Sulisyadi, Yohanes Suminar S, Ratna Syaputra, Ariat Tambunan, Monifa Geraldin Topo Santoso Triani, Andini I Mayang Unigraha, Arinda utama, cholidah Wardina, Fildza Zanibar, Zen - Zen Zanibar Zuhir, Mada Apriandi