Jurnal Pembelajaran Matematika
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KAJIAN KEMAMPUAN SELF-EFFICACY MATEMATIS SISWA DALAM PEMECAHAN MASALAH MATEMATIKA
Abstract: Self-efficacy is related to a person's judgment of student ability to solve something. This ability to be one that supports the successful completion of the task well, it can be said that self-efficacy support students' mathematical abilities. This ability becomes a powerful predictor of problem solving. This article aims to examine students' mathematical self-efficacy abilities in mathematical problem solving. The method used is to collect the data library without empirical test. Self-efficacy is important role in everything, especially for students who are solto solve mathematics problem. Given the high self-efficacy capability in the student is expected to succeed in solving mathematics problem. Students with high mathematical self-efficacy are better able to solve mathematical problems well and student failures in solving mathematical problems are assumed for lack of effort or learning. Conversely, students with low mathematical self-efficacy tend to be vulnerable and easily give up in solving mathematical problems and student failures in solving mathematical problems are assumed for their lack of mathematical ability.Keywords: Problem Solving, Self-Efficacy
PENGARUH PEMBELAJARAN KOLABORATIF KONTEKSTUAL TERHADAP PENINGKATAN KEMAMPUAN PEMAHAMAN KONSEP MATEMATIS SISWA
Abstract:The quasi-experimental study aims to determine the effect of contextual collaborative learning on the improvement of students’ mathematics concept understanding. The population of this study is all students at the seventh grade of State Junior High School (SMPN) 1 Natar in the academic year of 2015/2016, which is distributed into thirteen classes. Sampling of this study uses purposive sampling technique, and the selected class is VII-B and VII-D as a sample. The design of this study is pretest-posttest control group design. The research data is obtained through pre-tests and post-tests in the form of essay. The result of hypothesis test shows that contextual collaborative learning influences the improvement of students’ mathematics concept understanding.Keywords:Collaborative Contextual, Conventional, Understanding of Mathematics Concepts
PEMBELAJARAN MATEMATIKA SMP DALAM PERSPEKTIF LANDASAN FILSAFAT KONSTRUKTIVISME
Abstract: Constructivism is one of the views in learning theories that affect much of the learning of mathematics. According to experts, the view of mathematics learning as discovery and construction by students is better than the abstract set of science informed by the teacher. Junior high school students are students who begin to be introduced and understand abstract way of thinking, so students should not be taught by way of rote memorization without meaning, especially on learning mathematics filled with abstract symbols. This article aims to describe the learning of Junior high school mathematics in constructivism perspective: planning, process, assessment of learning, role of student and teacher role. This article is using library research method. The data collected and analyzed are secondary data in the form of research results including books, journal articles and conference proccedings relevant to the topic. The results show that constructivism is a new way of thinking that knowledge is not only through the transfer process, but the knowledge grows and develops from activities, such as the activity of constructing the concept of variables and constants using the help of contextual problems. Assessment used in learning mathematics in the perspective of constructivism is formative and summative assessment. The role of students in junior mathematics learning with constructivism approach focuses on student activity in constructing their own knowledge and its consequences. Meanwhile, the role of teachers in junior high school mathematics with constructivism approach is divided into two namely the teacher as a facilitator and moderator.Keywords: Teacher, Constructivism, Mathematics Learning, Studen
PENGARUH MENGINTEGRASIKAN NILAI KARAKTER DALAM PEMBELAJARAN MATEMATIKA TERHADAP MOTIVASI BELAJAR SISWA
Abstract: The study focuses on examining the effect of integrating character values on students’ learning motivation. It is specifically addressed to improve human’s character by giving good character values in school, especially in mathematics learning because integrating character values is a crucial matter in this digital era. This research is conducted at tenth grade of RPL 2 of Vocational School (SMK) 1 Surabaya which consists of 36 students on April 10 - May 3, 2018. This is a quantitative study with one-shot case study design. In this design, there is a group which is given a treatment, and then the results are observed. The instrument is a learning motivation questionnaire using Likert scale that has been validated by 2 supervisors. The results reveal that there is an effect of integrating character values on students' learning motivation because of with = 5%.Keywords: Character Value Integration, Mathematics, Learning Motivation.
PENDEKATAN DAN PENILAIAN PEMBELAJARAN PADA KURIKULUM 2013 REVISI 2017 YANG MENDUKUNG PENINGKATAN KEMAMPUAN KONEKSI MATEMATIS SISWA
Abstract: Mathematical connection ability is an ability that becomes the goal of mathematics learning. The importance of mathematical connection ability for students requires teachers to carry out mathematical connection ability in learning and it should be in accordance with the applicable curriculum. The fundamental difference between curriculum 2013 and the previous curriculum lies in the learning approach and learning assessment. This is a library research which combines all relevant books, journals, and other libraries as data sources. The purpose of this study is to find out how 2013 curriculum supports the improvement of students' mathematical connection ability. The scientific approach contains observing and gathering information activities. The RME approach contains the implementation of characters, such as the real world context, models, production, students’ construction, interaction, and interrelatedness. The CTL approach contains components in the form of making meaningful connection and doing significant work. AfL consists of feedback activities. AaL contains self-analysis, self-reference, self-evaluation, self-correction performed by students in the learning process, and other metacognitive strategies. These things facilitate students and teachers to develop mathematical connection ability.Keywords: AaL, AfL, Mathematical Connection, Approach
PENGGUNAAN STRATEGI PEMBELAJARAN INQUIRY BERBANTUAN LEMBAR KERJA SISWA PADA MATERI LOGIKA MATEMATIKA
Abstract: During this period, learning process is still conventional. Teachers still dominate learning process, it makes classroom atmosphere less active. Understanding the concept of a material also decreases. One way to overcome the problem is applying Inquiry learning strategy. This is a descriptive qualitative research by describing mathematics learning process using inquiry learning strategy and it is completed by Students’ worksheets (LKS). This research is conducted at State Senior High School (SMA) 1 Kauman Tulungagung. Observation results in this study consist of teachers and students’ observations. Based on teachers’ observation, the value is 35 and the percentage is 87.5%, so it is categorized into good teacher. Meanwhile, based on students’ activities, the value is 33 the percentage up to 82.5%, so it belongs to active students. The average of learning outcome is 89,61 with minimum completion criteria (KKM) value is 75 for mathematics, and the percentage of learning completeness up to 88,37%. So, it can be concluded that learning outcome with the implementation of inquiry learning strategy has good completeness score. It is based on 43 students’ responses with average value up to 51,04%. So, it is categorized into positive response because students respond well to the implementation of inquiry learning strategy. The results of this study can be used as consideration for teachers in choosing the right strategy for learning, so students can understand the material well.Keywords: Students’ Worksheet, Mathematics Logic, Inquiry Strategy
PENGEMBANGAN RUBRIK ANALITIK UNTUK ASESMEN KOMUNIKASI MATEMATIKA TERTULIS DALAM PEMECAHAN MASALAH MATEMATIKA
Abstract: In mathematics learning, communication and problem solving are very important goals. To obtain information about that, a good assessment method is needed in the form of rubrics in each test. According to Danielson (1997), it is more appropriate to use analytical rubrics because the information obtained about students' strengths and weaknesses is clearer. This study aims to describe the development process and obtain a valid, practical and effective analytical rubric. This development relies on the Plomp (2010) model while compiling the Danielson (1997) rubric theory. The trial subjects were 2 mathematics teachers and 33 VIII grade students. From the validation and testing, an analytical rubric was obtained consisting of 6 aspects and 2 sub-aspects. Weight 1 for the first and fifth aspects and weight 2 for the other aspects. Sub aspects of the rubric are accuracy and completeness. Every aspect and sub aspect has 4 levels. The results of this study are valid, practical and effective analytical rubrics. Validity is shown by the average score of all validators is 3.1. Practicality is shown by (1) the correlation coefficient between classes is 0.980, 0.990, and 0.991 and (2) the average score of all teachers is 3.44. The effectiveness is shown by (1) the average percentage of total development scores is 7.7% and (2) 75.8% of students get positive KMT. Further research is needed for the description of the performance of the completeness of the aspects of the analytic rubric.Keywords: Pengembangan, Rubrik Analiti
PENGARUH MODEL PEMBELAJARAN KOOPERATIF TIPE TEAMS GAMES TOURNAMENT (TGT) TERHADAP PERSEPSI MATEMATIKA SISWA
Abstract:Mathematics is the prominent field of all scientific disciplines. Mathematics also has many benefits for human life. However, students' knowledge about benefits of learning mathematics for human life is still not reflected in students’ attitude during their mathematics learning. The students’ attitude in following mathematics learning is strongly influenced by students' perceptions of mathematics. A good perception will foster a positive attitude and vice versa, a bad perception will lead to negative one. One aspect that can affect students’ perceptions is learning model applied by a teacher. This study aims to determine the effect of cooperative learning model of Teams Games Tournament (TGT) type on students' perceptions. The research method is quantitative with One Group Pretest-Posttest Design. Data collection techniques use experiments and direct observation, while the instruments are questionnaires about students' mathematics perceptions. Data analysis is t-test from pretest and posttest data. Based on the results of t-test analysis, it is found that , which is5.71 ( ) and 2.16( ) with a significant level . Based on these results, it can be concluded that cooperative learning model of the TGT type influences students' mathematics perception.Keywords:Perception, Students’ Mathematics Perception, Teams Games Tournament
ANALISIS KESALAHAN SISWA DALAM MENYELESAIKAN SOAL CERITA PROGRAM LINEAR DENGAN PROSEDUR NEWMAN
Abstract: One of the mathematics materials in high school is a linear program. The problems associated with a linear program are usually presented in a story problem. Based on the report of national exam results by Puspendik 2017 that the percentage of mastery of math problems subjects national exam SMA N I Wonosari in solving problems associated with linear program is equal to 52.78%. The data shows that there are still many students who make mistakes on linear program material. To overcome these problems, it is necessary an analysis to be able to know the types of mistakes made by students. This study aims to analyze students' errors in solving the story problem on linear program materials using Newman analysis. This research uses descriptive analysis method. The subjects of this study are 15 students of class XI SMA N 1 Wonosari Lesson Year 2017/2018. Data collection is done by test method. Based on data analysis result using Newman's error analysis procedure, it is concluded that students do (1) reading errors of 23.33%, (2) comprehension errors of 81.67%, (3) transformation errors of 30%, (4) process skills errors of 56.67%, (5) encoding errors of 66.67%. The type of mistake that students often make is not to write down what is known and what is asked in the question, which results in a student's mistake in writing the conclusion. Error analysis can be used to determine the location of student error, so that can be used as a basis for consideration improvement of learning by teachers.Keywords: Newman, Story Problem, Program linear
PENGARUH MODEL PEMBELAJARAN QUANTUM TEACHING TIPE TANDUR DITINJAU DARI MOTIVASI BELAJAR SISWA
Abstract: Conventional learning can be considered as one factor that causes low learning motivation of students in Junior High School (SMP). Learning with a pleasant atmosphere can stimulate students’ motivation and encourage them to construct knowledge. Quantum teaching is offered as a solution to engage with the problem. The objective of this study is to determine the effect of quantum teaching learning of TANDUR type viewed from students’ learning motivation. This is pre-experimental research with one-group pretest-posttest design. The instrument is motivational questionnaire. The subjects of this study are all students at VII A of Private Junior High School (SMP) in Surabaya as an experimental class. The results show that there is a significant difference on students’ learning motivation who follow TANDUR type of quantum teaching learning model. It is proved by the results of pretest and posttest data analysis using t test. The value of is 5.09 then it is compared to value of , namely 2.05 with significant level of and . Based on this, it can be concluded that quantum teaching learning model of TANDUR type has a positive influence on students’ learning motivation because .Keywords: Learning Motivation, Quantum Teaching Learning