scholarly journals ETNOMATEMATIKA EKSPLORASI TAPIS LAMPUNG SEBAGAI SUMBER BELAJAR DALAM UPAYA MELINDUNGI WARISAN BUDAYA LAMPUNG

2019 ◽  
Vol 2 (2) ◽  
pp. 61-68
Author(s):  
Fiola Cita Dewi ◽  
Aida Nurfithriyya ◽  
Susiana Susiana ◽  
Rosida Rakhmawati ◽  
Bambang Sri Anggoro

This study aimed to find out what were the activities of ethnomathematics on the Tapis cloth that can be used as a source of mathematics learning. The data obtained are qualitative data with data sourced from observation and participant observation (fieldwork), interview and questioner, document and text, impression, and the reaction of the researcher. The technique of validity was using triangulation. The result of the research showed that from several kinds of Tapis cloths: 1) They had a philosophical sense on every Tapis motif related to the Lampung people's existence. 2) Two activities exist in Tapis Lampung that was measuring activity and counting activity. 3) Mathematical concepts on Lampung filters include One-dimensional geometry found in the star's motifs that applied the line concept. The two-dimensional geometries were triangles, rhombus, and elliptical rectangles derived from Tapis Pucuk Rebung, swaying headers, stylish headlines, and geometric motifs. Transformation Geometry concept of Reflection and Rotation was on mangosteen flower and leafflower. Dilatation was on the rhombus motif. The translation was on the motives of humans and riding animals.   Penelitian ini bertujuan untuk mengetahui apa saja aktivitas etnomatematika pada kain tapis yang dapat dijadikan sebagai sumber belajar matematika. Data yang diperoleh berupa data kualitatif dengan sumber data dari observasi dan observasi partisipan (kerja lapangan), wawancara dan kuesioner, dokumen dan teks, kesan dan reaksi peneliti. Teknik keabsahan dengan cara triangulasi. Hasil penelitian menunjukkan bahwa dari beberapa macam kain tapis : 1) Memiliki makna filosofis pada setiap motif kain tapis yang berkaitan dengan kehidupan masyarakat Lampung. 2) Terdapat dua aktivitas yang ada pada Tapis Lampung yaitu aktivitas mengukur dan aktivitas membilang. 3) Konsep matematika pada tapis Lampung meliputi : Geometri dimensi satu yaitu garis terdapat pada motif bintang. Geometri dimensi dua yaitu segitiga, persegi belah ketupat dan elips yang berasal dari tapis pucuk rebung, tajuk berayun, tajuk dipergaya dan motif geometris. Transformasi Geometri konsep Refleksi dan Rotasi pada motif bunga manggis dan bunga daun. Dilatasi pada motif Belah Ketupat. Translasi pada motif Manusia dan Hewan Tunggangan.

2020 ◽  
Vol 3 (2) ◽  
pp. 61-70
Author(s):  
Maria Fatima Mei ◽  
Stefania Baptis Seto ◽  
Maria Trisna Sero Wondo

The purpose of this study was to describe an increase in the ability to understand mathematical concepts, teaching skills of teachers in managing mathematics learning and student learning activities using contextual learning models through marble games. This type of research is Classroom Action Research (PTK). The subjects of the research were 15-grade students of SDI Tetandara. The data collection techniques used were observation, interview, test, and documentation. The instrument in this study used test questions, observation sheets, and interview sheets. Data analysis in this research is quantitative and qualitative data analysis. The results of this study indicate that (1) the increase in teacher activity from pre-cycle to cycle I am 15.75%, cycle I to cycle II is 17.45%. (2) Student activity has increased from the pre-cycle to cycle I by 27%, and cycle I to cycle II by 26%. (3) Increased understanding of the multiplication concept of students in the pre-cycle to cycle I amounted to 26.66% for indicator 1, 20% for indicator 2, 6.67% for indicator 3, and 33.34% for indicator 4. As for the first cycle to cycle II has increased by 26.67% for indicator 1, 26.66% for indicator 2, 33.33% for indicator 3, and 26.66% for indicator 4.


Author(s):  
Heru Wahyudi ◽  
Sri Adi Widodo ◽  
Dafid Slamet Setiana ◽  
Muhammad Irfan

This study aims to examine the ethnomathematics of batik activity in the Batik Tancep Gunungkidul artwork as contextual mathematics learning. This research is a type of qualitative research with an ethnographic approach. The data was obtained in the form of qualitative data, research data sources obtained through observation, interviews, documentation. The instrument in this study was the researcher himself. Data collection is done by participant observation, in-depth interviews, and documentation. The validity of the data is done by triangulation of data collection techniques and then analyzed descriptively qualitatively. Data analysis is reduced based on Bishop's mathematical fundamental activities. The results of data analysis are then explored in mathematical aspects. The results of the study found mathematical aspects of the area of flat wake area, congruence and congruence of flat wake, comparison, translation, multiplication of count numbers, and volume of curved side space. The results of the study show that the batik activity in the Batik Tancep Gunungkidul artwork is one of the real events that can be raised into contextual mathematics learning. Keywords: Ethnomatematics, Tancep Batik, Contextual Mathematics Learning


2019 ◽  
Vol 10 (2) ◽  
pp. 251-264 ◽  
Author(s):  
Ozlem Ozcakir Sumen

Whole-half-quarter are important mathematical concepts that form the basis of fractions and should be well understood for advancing mathematical topics. The aim of this study is to determine the primary school students' abstraction levels of whole-half-quarter concepts according to RBC theory. The participants of the study are six students (8 age group) from the second grade of primary school. The data of the research which is a case study were collected through worksheets and semi-structured interviews. The data obtained from interviews were analyzed by qualitative data analysis steps. The abstraction levels of students were evaluated according to RBC theory. As a result of the study, it was seen that many of the students could not abstract the whole, half and quarter concepts. It was determined that difficulties of students to abstract the whole-half-quarter concepts resulted from reasons such as not understanding the half and quarter concepts, not being able to divide the whole into two equal parts, not being able to divide one dimensional shapes into half and quarter, generalizing dividing into quarter as putting a "+", not being able to divide into four equal parts for quarter.


Author(s):  
Euis Anih

This research is about learning mathematics by distance learning which is intended as an effort to improve the ability to understand concepts in mathematics learning. The purpose of this study was to determine the increase in the conceptual understanding of students who received mathematics learning by distance learning, and to determine students' attitudes towards learning mathematics by distance learning. The research method used was Expo Facto research. The independent variable in this study is distance learning and the dependent variable is the students' ability to understand mathematical concepts. The research subjects were students of SMP-IT Alamy Subang. The instruments used in this study were test and non-test instruments. The test instrument for students' ability to understand mathematical concepts is in the form of descriptions and non-tests in the form of an attitude scale questionnaire. The data analysis technique used is quantitative data and qualitative data using SPSS 20 for Windows and Microsoft Excel software. By using inferential statistics with a significance level of 5% shows an increase in students' ability to understand mathematical concepts by distance learning. To see students' attitudes towards distance learning, a Likert scale is used. The results of qualitative data concluded that almost all students gave negative responses to learning mathematics by distance learning.


2020 ◽  
Vol 6 (2) ◽  
pp. 205-215
Author(s):  
Muhammad Iqbal Harisuddin

This research is about learning mathematics by distance learning is intended as an effort to improve the ability to understand concepts in mathematics learning. The purpose of this study was to determine the increase in the conceptual understanding of students who received mathematics learning by distance learning, as well as to determine students' attitudes towards learning mathematics by distance learning. The research method used was Expo Facto research. The independent variable in this study is distance learning and the dependent variable is the students' ability to understand mathematical concepts. The sample in this study were students of class VII SMP Negeri 2 Kotabaru in the odd semester of the 2020/2021 school year who were randomly selected. The instruments used in this study were test and non-test instruments. The test instrument for students' ability to understand mathematical concepts is in the form of descriptions and non-tests in the form of an attitude scale questionnaire. The data analysis technique used is quantitative data and qualitative data using SPSS 20 for Windows and Microsoft Excel software. By using inferential statistics with a significance level of 5% shows an increase in students' ability to understand mathematical concepts by distance learning. To see students' attitudes towards distance learning, a Likert scale is used. The results of qualitative data concluded that almost all students gave negative responses to learning mathematics by distance learning.  


2020 ◽  
Vol 4 (1) ◽  
pp. 44-59
Author(s):  
Sarah Kisa ◽  
Godfrey Ejuu ◽  
Joyce Ayikoru Asiimwe

Purpose: Mathematics is a globally compulsory school subject and plays a fundamental role in an individual’s daily life activities. Elementary school teachers’ instructional practices are key in fostering among learners the foundational competences in basic number operations. This study explored the instructional practices Primary One teachers in Busiro North and Luuka North Counties can adopt from each other in order to enhance their learners’ mathematics competence.Methodology: A qualitative approach with an observational multiple case study design was employed to obtain data from 74 purposively selected teachers. Data was collected through non-participant observation. Each teacher was observed teaching mathematics to Primary One learners and interviewed after the lesson. Data obtained was analysed descriptively.Findings: Findings indicate that teachers use songs, rhymes and games involving mathematical concepts, in both English language and the local languages   to help learners attain competence. Teachers have also embraced use of locally available materials like woven plastic propylene bags (buveera) and banana fibres to make and decorate charts in the classrooms’ mathematics learning areas. Attention grabbers like “Good children, Good teacher”; “We, Work”; are common verbal interactions between teacher and learners when the class seems to lose concentration. Teachers recognise learners’ efforts when they correctly answer oral, written or practical tasks by asking the class to give a classmate “flowers” or “the pa-pa-pa clap”.Unique contribution to theory, practice and policy: For teachers to help learners’ master mathematical concepts and augment their competence, they should build on learners’ experience and prior knowledge, give learners opportunities to explain their mathematical ideas and use the think – pair – share strategy during problem solving.


2019 ◽  
Vol 2 (2) ◽  
Author(s):  
Rozi Fitriza

The mathematical concept on cultural objects is one of the objects of study in the study of ethnomathematics. This study aims to uncover mathematical concepts in the ornaments found in the rumah gadang and the development of ornaments. This qualitative research uses participatory observation techniques and documentation to obtain data. The results showed that there were geometrical concepts in the ornaments and the development of the rumah gadang ornaments. The concepts of geometry seen in ornaments include the use of two-dimensional such as square, rectangular, rhombic, circle, ellipse and polygons. Two-dimensional shape are also arranged using certain patterns. The development of ornament forms is carried out using the principles of congruence, tessellation, symmetry patterns and geometric transformations (translation, reflection, rotation, and dilation). The results of this study can be used as a reference for teachers in mathematics learning and ethnomathematics research on cultural objects.Keywords: ethnomathematics, ornaments of rumah gadang


1966 ◽  
Vol 25 ◽  
pp. 46-48 ◽  
Author(s):  
M. Lecar

“Dynamical mixing”, i.e. relaxation of a stellar phase space distribution through interaction with the mean gravitational field, is numerically investigated for a one-dimensional self-gravitating stellar gas. Qualitative results are presented in the form of a motion picture of the flow of phase points (representing homogeneous slabs of stars) in two-dimensional phase space.


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