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All Journal Jurnal Penelitian dan Pengembangan Pendidikan Publikasi Pendidikan Kreano, Jurnal Matematika Kreatif-Inovatif Jurnal S2 Pendidikan Matematika Journal of Mathematics and Mathematics Education Journal of Mathematics and Mathematics Education (JMME) Jurnal Pembelajaran Matematika Journal of Educational Research and Evaluation Surya Abdimas Journal of Educational Management and Instruction (JEMIn) International Journal on Education Insight Prosiding Konferensi Nasional Penelitian Matematika dan Pembelajarannya Pedagogy Review
Imam Sujadi
Sebelas Maret University
Humanities Education Environmental Science Languange, Linguistic, Communication & Media Mathematics Public Health Social Sciences Other

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PROSES BERPIKIR SISWA KELAS V SEKOLAH DASAR DALAM MEMECAHKAN MASALAH MATEMATIKA Sudibyo, Nugroho Arif; Budiyono, Budiyono; Sujadi, Imam
Jurnal Pembelajaran Matematika Vol 2, No 7 (2014): Pembelajaran Matematika
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Abstract: This study aim to describe the thinking process of elementary school fifth grade students in solving mathematics problem based on Krulik and Rudnick rule. This research was a qualitative research using the case study method. Sampling was done by a combination of purposive sampling and snowball sampling technique. The subject of research that used in this study was twelve subjects, that was: four high-ability students, four moderate-ability students and four low-ability students. The data was validated by using a time triangulation test. The results show: (1) At the step of reading and thinking, students do not directly identify all of the facts in writing. After identifying the facts, students identify questions from the given problem. Furthermore, students do not portray the problems encountered but directly process the needed information to answer the question; (2) At the step of exploring and planning, students organize the information on the matter. Students consider enough information on the matter because there is a relation between the known and the asked. On the other hand, students do not make tables, diagrams, charts, tables or images from a given problem, but directly chose a strategy to answer the question; (3) At the step of selecting the strategy, students use the making list of all possible answers strategy. Students write down all the possibilities answers in the answer sheet. However, there are students who also use the guessing and testing strategy, guess how the value of variable and test whether the variable value is correct. In addition there are also students who use simulation or experimental strategies, students try to experiments; (4) At the step of finding the answer, the student use estimation in finding the answer. On the other hand, there is one student who uses algebra ability to find the answers. Students are also assuming the third day as a variable. After obtaining the value of the variable, student examine whether the numbers are correct. (5) At the step of reflecting and extending, students can review the results of the calculation by return on the answer sheet. Then students find that the answer is correct. Furthermore, students assume no alternative other solutions. Then the students do not make a generalizations of matter and discover the concept of matter.Keywords: process thinking, mathematics and problem solving.
EKSPERIMENTASI MODEL PEMBELAJARAN KOOPERATIF TIPE THINK PAIR SHARE (TPS) DAN MOOD UNDERSTAND RECALL DETECT ELABORATE REVIEW (MURDER) PADA MATERI POKOK LOGARITMA DITINJAU DARI MINAT BELAJAR SISWA KELAS X SMK SE KABUPATEN KARANGANYAR Mustaqim, Burhan; Riyadi, Riyadi; Sujadi, Imam
Jurnal Pembelajaran Matematika Vol 1, No 3 (2013): Pembelajaran Matematika
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Abstract: This research aims at knowing (1) the effectiveness of TPS, MURDER and Direct Instruction model to the students' achievement on mathematics, (2) which learning model TPS, MURDER and Direct Instruction, having better achievement on mathematics viewed from students’ interest, (3) students’ achievement viewed from students’ interest on each learning model. This research is experimental research using factorial design 3x3. The population is students of SMK on technique program in Karanganyar. Sampling is stratified cluster random sampling. The sample is 300 students, 100 is first experimental class, 100 is second experimental class and 100 is control class. Collecting data has been done through multiple choice test to know students’ achievement and questionnaire to know students interest in learning. Instrument test and questionnaire were tested before it is used to take data. Instrument validities test and questionnaire were carried out by validator, reliability test was tested by formula KR-20 and reliability questionnaire was tested with formula Cronbach Alpha while its data analysis technique uses two-way analysis of variance with unequal cells. From the result was concluded that: (1) Students who are taught using cooperative learning model, MURDER, have better achievement than TPS and Direct Instruction. Those taught by using TPS have better achievement than Direct Instruction. (2) Viewed from students’ interest, high, mid, and low, taught by using learning MURDER have better achievement than TPS and those taught by using TPS have better achievement than Direct Instruction. (3) Viewed from learning model MURDER, TPS, and Direct Instruction, students having high interest have better achievement than those students having mid interest and students having mid interest have better achievement than those students having low interest.Keywords: MURDER, TPS, Interests Learning, Students Achievement on mathematics.
EKSPERIMENTASI MODEL PEMBELAJARAN KOOPERATIF TEAMS GAMES TOURNAMENT (TGT) DAN TEAM ASSISTED INDIVIDUALIZATION (TAI) PADA MATERI KPK DAN FPB DITINJAU DARI TINGKAT KECERDASAN LOGIKA MATEMATIKA SISWA KELAS V SD NEGERI SE-KECAMATAN PURWODADI TAHUN PELAJARAN 2 W, Kharisma Ardhy; Budiyono, Budiyono; Sujadi, Imam
Jurnal Pembelajaran Matematika Vol 2, No 1 (2014): Pembelajaran Matematika
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Abstract: The aim of the research was to find out the effect of learning models on mathematics achievement viewed from the student logical-mathematical intelligence in the topic of Smallest Common Multiple (SCM) and Greatest Common Factor (GCF) at fifth grade students of elementary schools in Purwodadi District. The learning models compared Teams Games Tournament (TGT), Team Assisted Individualization (TAI), and direct instruction model. The type of the research was a quasi-experimental research. The population was the students at fifth grade of Elementary School in Purwodadi District on academic year 2013/2014. The size of the samples were 192 students consisted of 87 students in the first experimental group by using cooperative learning model Teams Games Tournament (TGT), 53 students in the second experimental group by using cooperative learning model Team Assisted Individualization (TAI), and 52 students in the control group by using direct instruction model. The instruments used mathematics achievement test and logical-mathematical intelligence test. The data was analyzed using two-way analysis of variance. The conclusions of the research were as follows. (1) TGT model gives mathematics achievement as well as TAI, whereas TGT and TAI model gives better mathematics achievement than the direct instruction model. (2) The high logical-mathematical intelligence students have better mathematics achievement than middle and low logical-mathematical intelligence students and the middle logical-mathematical intelligence students have better mathematics achievement than the low logical-mathematical intelligence students. (3) For all types of logical-mathematical intelligence students, TGT model gives mathematics achievement as well as TAI, whereas TGT and TAI model gives better mathematics achievement than the direct instruction model. (4) For all types of learning model, the high logical-mathematical intelligence students have better mathematics achievement than middle and low logical-mathematical intelligence students and the middle logical-mathematical intelligence students have better mathematics achievement than the low logical-mathematical intelligence students.Key words: Teams Games Tournament (TGT), Team Assisted Individualization (TAI), logical-mathematical intelligence, learning achievement.
ANALISIS KETERAMPILAN DASAR MENGAJAR MAHASISWA PENDIDIKAN MATEMATIKA DALAM PEMBELAJARAN MIKRO (Studi Kasus pada Mahasiswa Pendidikan Matematika FKIP UNS Tahun Akademik 2012/2013) Frasetyana, Anita Diah; Sujadi, Imam; Kusmayadi, Tri Atmojo
Jurnal Pembelajaran Matematika Vol 3, No 4 (2015): Pembelajaran Matematika
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Abstract: The objective of this research is to describe the basic teaching skills in microteaching of the students majoring in Mathematics Education of the Faculty of Teacher Training and Education of Sebelas Maret University in Academic Year 2012/2013. The subject of this research consisted of two students conducting a microteaching. One of the subject has high academic ability whereas the other subject has low academic ability  Type of the research was a qualitative case study research. The subjects of this research were taken by using the purposive sampling. The technique of analyzing the data was Miles and Huberman concept, namely, data reduction, data presentation, and conclusion drawing. The results of this research are as follows: the skill that the students have mastered in the apperception activity is the skill to conduct apperception by using the questions related to the learning material which is going to be learnt and giving description on the activity and/or scope of learning material of the class meeting; the skill that the students have mastered in asking questions to their  microteaching students is the skill to raise question clearly relevant to the problems discussed; the skill that the students have mastered in the reinforcement is the skill to use non-verbal reinforcement by nodding head and smiling; the skill that the students have mastered in conducting variation in teaching is the skill to vary the volume of voice and the standing position in the classroom; the skills that the students have mastered in explaining are the skills to present the learning material in structured or systematic sequence, to emphasize the important parts, to give examples by following deductive or inductive pattern, and to give feedback; the skill that the students have mastered in group activity is the skill to distribute the chance for their microteaching students to participate and to analyze or extend the view of their microteaching students; the skills that the students have mastered are the skills to give clear instruction and to get their microteaching students prepared by setting the size of the group and the number of the group members as well as to ask their microteaching students to account for their group activity; the skills that the students have mastered in the closing activity are the skills to make summary by either the students themselves and/or by involving their microteaching students and to conduct written test as an evaluation tool in teaching Mathematics.Keywords: basic teaching skill, microteaching, and teaching Mathematics.
STRATEGI MEMBELAJARKAN MATEMATIKA PADA KELAS VII INKLUSI DI SMP PGRI 1 SAMPIT KABUPATEN KOTA WARINGIN TIMUR Shaliha, Nurul Hidayati; Kusmayadi, Tri Atmojo; Sujadi, Imam
Jurnal Pembelajaran Matematika Vol 3, No 5 (2015): Pembelajaran Matematika
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Abstract: The objectives of this research were to describe inclusive learning system and teacher strategy in teaching mathematics from the teacher’s ability in explaining in accordance with conceptual and procedural knowledge of 7th grade students of SMP PGRI 1 Sampit. This research was a qualitative descriptive using a single case study method, in depth study of learning system and Mathematics learning in inclusive school. The subject of the research was the Headmaster of SMP PGRI 1 Sampit to obtain information about learning system and Mathematics teacher assistant of the 7th grade in order to know the Mathematics learning strategy in inclusive class of SMP PGRI 1 Sampit. The information of inclusive learning systems were taken by documenting, observation and interview. The validity technique of learning system data used in this research was Triangulation Method. The information of Mathematics learning strategy including the teacher’s ability in explaining the conceptual and prosedural knowledge. The data was taken from the transcription of six recording Mathematics learning activity and two best observations. The validity technique of learning system data used was member check technique. The research result shows as follows : 1) The learning system of inclusive students of the 7th grade of SMP PGRI 1 Sampit was different with the regular learning system. However, it was found that there is no individual learning program especially for slow learner students and the lack of computer technology used in the learning process. 2) The Mathematics learning strategy in the inclusive 7th grade of SMP PGRI 1 Sampit observed from the teacher’s ability in explaining the subject in accordance with the delivering explanation indicators which were planning the explanation, clarity of delivering the explanation, the use of examples and illustrations, the use of intonation in delivering the explanation, and giving the feed back to the students. The teacher used Contextual Teaching and Learning (CTL) to teach the concept of mathematics and Discovery Learning methods to teach the procedure of mathematics.Keywords: learning system, Mathematics learning strategy, inclusive
EKSPLORASI KONSTRUKSI PENGETAHUAN MATEMATIKA SISWA KELAS VIII SMP NEGERI 1 SURAKARTA MENGGUNAKAN TEORI ACTION, PROCESS, OBJECT, SCHEME (APOS) PADA MATERI POKOK FAKTORISASI BENTUK ALJABAR Zahid, Muh. Zuhair; Sujadi, Imam; Sari S, Dewi Retno
Jurnal Pembelajaran Matematika Vol 2, No 7 (2014): Pembelajaran Matematika
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Abstract: The objective of the this qualitative research was to describe and analyze the mathematical construction process of eighth graders of SMPN 1 Surakarta in the algebraic factoring topic based on the APOS Theory. The subjects of the research were the eighth graders of SMPN 1 Surakarta and have been selected by using purposive sampling with the following criteria: (1) the students have learning algebraic factoring before; (2) the students were able to communicate his thoughts orally and written; and (3) each students were in high, medium, and low ability group. Data retrieved with the think aloud method and taken by the researcher himself, assisted by two auxiliary instruments; algebraic factoring test and interview guides. The main data sources were the words and actions of students when they were being interview. Data was validated by using data triangulation, where data collection was conducted at two different times. Based on the findings and discussions, it can be concluded as follows. (1) In action stage, the students presented their knowledge orally, by using pictures, and in writing form. The students then subtracted the simple algebraic form by classifying the algebraic terms which have the same variables. In process stage, the students multiplied the binomial with FOIL method and classified the algebraic terms that have same variables mentally and in the written form. In object stage, the students factorized the trinomial procedurally. In schema stage, the subject explained that the factor when multiplied by another factor will produce the factored trinomial and linked the action, process, and object stage to formed a complete concept of algebraic factoring. (2) In process stage, there was a student who made mistakes that could be classified as ‘invalid or incompatible distribution’. In object stage, there was a student who did factorization in non-procedural way.Keywords: construction of mathematical knowledge, APOS theory, algebraic factoring
PROSES BERPIKIR KREATIF DALAM PEMECAHAN MASALAH MATEMATIKA DITINJAU DARI TIPE KEPRIBADIAN DIMENSI MYER-BRIGGS SISWA KELAS VIII MTs NW SURALAGA LOMBOK TIMUR TAHUN PELAJARAN 2013/2014 Aziz, Abdul; Kusmayadi, Tri Atmojo; Sujadi, Imam
Jurnal Pembelajaran Matematika Vol 2, No 10 (2014): Pembelajaran Matematika
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Abstract: This study aimed at describing the process of creative thinking of the eight grade students of MTs NW Suralaga East Lombok  in the academic year of 2013/2014, who had personality type based on the Myer-Briggs personality dimensions, namely rational personality type (STR) and guardian personality type (STG) in the mathematics problems solving on Wallas steps, namely preparation, incubation, illumination, and verification. The approach used descriptive qualitative approach in a case study. The data collection technique was conducted by using task based interview. The result showed that the procces of creative thingking on: (1) the STR students, namely: (a) the preparation, the students read APS (assignment problem solving) silently, observed the instructions and information carefully, and mentioned the known and the asked things in  reading once APS; (b) incubation, the students tend to be silent for a moment, the students do a contemplation activities, planned the problem solving, and took a long time to bring up the idea; (c) illumination, the students started by identifying the contained information in the APS, wrote how to solve the problem and continued by explaining the procedure of problem solving, the students established the steps to resolve the problem and got the idea by developing the idea of the previous answers; (d) verification, the students expressed orally the re-examination procedure of the answer, wrote the re-examination procedure, explained the re-examination procedure and explained the procedure again orally. (2) The STG students, namely: (a) the preparation, the students read the APS silently, and in a loud voice, mentioned the current issues in the APS, wrote the problems on the answer sheet, mentioned the known and the asked things of APS after a given follow-up questions; (b) incubation, the students tend to be silent, the students do a contemplation activities and arranged the plan of problem-solving when they were calm; (c) illumination, the students identified the information on APS and determined the attributes that were used to solve the problem, established the steps to resolve the problem, described the problem solving procedures, solved the problems by developing the idea from the previous idea; (d) verification, the students revealed and explained the re-examine procedure of the answer orally, wrote the re-examination procedure of the answer, observed and re-checked the problem solving that had been done.Keywords: Creative Thinking, Problem Solving, and Personality Type
EKSPERIMENTASI MODEL PEMBELAJARAN KOOPERATIF TIPE TEAMS GAMES TOURNAMENT DAN NUMBERED HEADS TOGETHER DITINJAU DARI KECERDASAN EMOSIONAL SISWA Margono, Agus; Budiyono, Budiyono; Sujadi, Imam
Jurnal Pembelajaran Matematika Vol 2, No 2 (2014): Pembelajaran Matematika
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Abstract: The purposes of  this study were to determine: (1) which has better learning achievement in mathematics, the application of TGT type cooperative learning, NHT type cooperative learning, or direct learning, (2) which has better learning achievement, the students with high emotional intelligence, medium, or low, (3) which has better learning achievement at each level of high, medium, and low emotional intelligence on cooperative learning model TGT, NHT, or direct learning, (4) which has better learning achievement on students with high, medium or low intelligence emotional at each learning of TGT, NHT, and direct learning.This research was a quasi experimental with 3 × 3 factorial design. The study population were  seventh grade student of Junior High School State of Yogyakarta. Sampling was done by stratified cluster random sampling with sample of the study were the students of SMPN 1, SMPN 12, and SMPN 14. Each of samples consists of three classes as TGT models class, NHT models class, and control class. The number of total members sample were 303 students. The instrument used to collect the data was mathematics achievement test instruments and students emotional intelligence questionnaire instrument. From the analysis it was concluded that: (1) TGT learning model has better achievement than NHT model and direct learning, NHT learning model has better achievement than direct learning, (2) the students with high emotional intelligence has better achievement than the students with medium and low emotional intelligence, while the students with medium emotional intelligence has better achievement than the students with low emotional intelligence, (3) the students with high emotional intelligence has the same achievement on TGT, NHT, or Direct Learning model; the students with medium intelligence, TGT model has better performance than NHT model, NHT model has the same achievement as direct learning model, TGT model has the same achievement as direct learning model; the students with low emotional intelligence has the same achievement on learning TGT model, NHT model, and direct learning, (4) the students with high, medium and low emotional intelligence has the same performance on TGT and NHT learning; on Direct Learning, the students with high emotional intelligence has better achievement than students with low emotional intelligence, the students with high emotional intelligence has the same achievement as medium emotional intelligence, the students with medium emotional intelligence has the same achievement as low emotional intelligence.Keywords: Teams Games Tournament, Numbered Heads Together, Emotional Intelligence, Learning Achievement.
MAMPUAN KOMUNIKASI MATEMATIS DALAM PEMECAHAN MASALAH MATEMATIKA SESUAI DENGAN GAYA KOGNITIF PADA SISWA KELAS IX SMP NEGERI 1 SURAKARTA TAHUN PELAJARAN 2012/2013 Pratiwi, Dona Dinda; Sujadi, Imam; Pangadi, Pangadi
Jurnal Pembelajaran Matematika Vol 1, No 5 (2013): Pembelajaran Matematika
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Abstract: The purpose of this research was describing the ability of mathematical communication in solving the mathematics problem. This research was include of study case situation analysis research. The subjects of this research consisted of four students of Class IXb of the ninth grade SMPN 1 Surakarta in the second semester of the academic year 2012/2013.  They were two students who had field dependence cognitive style and two students who had field independence cognitive style. The subjects were taken by using the purposive sampling technique. The data of this research were gathered through think aloud method. The data were then analyzed by using the technique with the procedureas follows: (1) the data were classified on the basis of the indicators of mathematical communication after the data had been obtained from the first and the second collections; (2) the data were presented in table form; and (3) the conclusions were drawn. The validity of the data was conducted by using time triangulation. The result of this research were analyzed by using constant comparison in which subject in i (i= 1, 2) with the j (j= 1, 2) cognitive style which was already valid as well compared with subject in k (k= 1, 2) with the the j (j= 1, 2) cognitive style which was already valid as well. The equal ability of mathematical communication was made the main finding wheares the different ability of mathematical communication was made the other finding. The result of this research valid because of the dependability proved. The ability of mathematical communication of the students with the field dependence cognitive style is different from that of those with the field independence cognitive style. The students with the field dependence cognitive style can communicate the ideas in written way well but they have difficulties in communicating ideas in spoken way as well as inclination to receive information without reorganizing it in such a way that the problem-solving ideas presented cannot reveal the actual problem solution. Meanwhile, the students with the field independence cognitive style can communicate the ideas well in both spoken and written ways and process as well as reorganize information in such a way that the problem-solving ideas presented can reveal the actual problem solution. Keywords: Mathematical Communication. Problem Solving. Cognitive Style.
EKSPERIMENTASI MODEL PEMBELAJARAN THINK PAIR SHARE DENGAN PENDEKATAN KONTEKSTUAL PADA MATERI LOGARITMA DITINJAU DARI KECERDASAN MATEMATIS LOGIS SISWA KELAS X PADA SEKOLAH MENENGAH ATAS DI KABUPATEN CILACAP TAHUN PELAJARAN 2012/2013 Biyarti, Tunggu; Riyadi, Riyadi; Sujadi, Imam
Jurnal Pembelajaran Matematika Vol 1, No 7 (2013): Pembelajaran Matematika
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Abstract : The purpose of this research were to know: (1) which of learning model gave a better learning mathematics result, learning model Think Pair Share (TPS), Think Pair Share with contextual approachment (TPSPK) or direct learning; (2) for each level of student’s logical mathematical intellegence, which of learning model gave a better learning mathematics result, learning model TPS, TPSPK or direct learning (PL). This research was quasi experimental research with 3 x 3 factorial design. The population in this research was senior high school students grade X in Cilacap. Sample was taken using stratified cluster random sampling technique. Study sample were the students of SMA Negeri 1 Binangun, SMA Negeri 1 Kroya and SMA Negeri Adipala. Instruments used to gather data were logical mathematical intellegence test and mathematics learning result test on the subject of logarithm. Both instruments were tested first before they were used. The test method included content validity, power, difficulty level and reliability. Testing of hypothesis used unbalanced two-ways analysis of variance using significance level of. Before doing the hypothesis test, the pre-condition test for variance analysis was done. The pre-condition test included population normality test using Lillieforce method and population variance homogeneity test using Bartlett method. Balance test toward mathematics initial ability data using unbalanced one-way analysis of variance. Based on hypothesis test, the conclusion were as follows: (1) learning models of TPS and TPSPK gave equally good results in learning mathematics, but learning model of TPS gave learning mathematics result better than direct learning one, while learning models of TPSPK and direct learning one gave equally good results in learning mathematics; (2) for each level of student’s logical mathematical intellegence, the three learning models, TPS, TPSPK and direct learning one gave equally good results in learning mathematics.Keyword: TPS, Contextual Approachment, Logical Mathematical Intellegence, Learning Mathematics Result.
Co-Authors A.A. Ketut Agung Cahyawan W Abdul Aziz Agus Darmawan Agus Margono Aji Permana Putra Anak Agung Istri Sri Wiadnyani Andriawan Nurcahyo, Andriawan Asip Cakra Buana, Asip Cakra Bambang Sugaiarto Budi Usodo BUDIYONO Budiyono Budiyono Burhan Mustaqim Dalud Daeka Dewi Retno Sari S Dian Fitri Argarini, Dian Fitri Diari Indriati Dona Dinda Pratiwi Dwi Retnowati Dwiani Listya Kartika, Dwiani Listya Elywati Elywati Endah Asmarawati, Endah Eva Tri Wahyuni Exacta, Annisa Prima Fauzi Mulyatna Fitri Andika Nurussafa’at, Fitri Andika Fransiskus Xaverius Agus Siswanto, Fransiskus Xaverius Frasetyana, Anita Diah Habib Ratu Perwira Negara Hartono Hartono Hasan S Negara Hirtanto Hirtanto, Hirtanto Ikrar Pramudya, Ikrar Indra Kurniawan Ira Kurniawati Juwita Rini Kharisma Ardhy W KOMARUDIN Laksono Trisnantoro Luthfiana Mirati, Luthfiana Mania Roswitha Mardiyana Mardiyana Mardodo Mardodo Muh. Zuhair Zahid Muhammad Zuhair Zahid, Muhammad Zuhair Muhtarom Ningsih, Maya Kristina Nugroho Arif Sudibyo Nuraini Muhassanah Nurmalitasari Nurmalitasari Nursanti, Yuli Bangun Nurul Amalia K W Nurul Hidayati Shaliha, Nurul Hidayati Pangadi Pangadi Priyogo, Adi Puspitasari, Norma Puteri, Hanifa Alifia Rahmadiansyah, Fatkhunur Fariza Rahmawati Masruroh, Rahmawati Retno Sari Riki Andriatna Rima Aksen Cahdriyana Rina Agustina Riyadi Riyadi Rofiah, Faizatur Salsabila, Unik Hanifah Selvi Marcellia Siswanto Siti Khoiriyah Siti Komsatun Siti Suprihatiningsih Soeyono Soeyono Sri Subanti Sukowiyono Sukowiyono Sulaiman Sulaiman Tika Karlina R Tri Atmojo Kusmayadi Tri Yuliana Triana Harmini Tunggu Biyarti Ulfa Masamah, Ulfa Vera Dewi Susanti Wahyu Nofiansyah, Wahyu Wahyuni, Fina Tri Widodo Widodo Wulandari, Arum Nur Zainnur Wijayaanto Zamroni Zamroni