Senin, 14 Maret 2016

Coding Pertidaksamaan Kuadrat

Assalamualaikum readers..
Setelah membagi situs-situ penyedia aplet matematika yang membahas suatu persamaan kuadrat, kali ini saya akan membagikan coding menemukan nilai variabel dari suatu pertidaksamaan kuadrat buatan saya. Coding ini bisa kalian jalankan di Program Pascal, semoga bermanfaat ^^


Coding Menemukan Nilai Deskriminan Persamaan Kuadrat

Assalamualaikum readers..
Setelah membagi situs-situ penyedia aplet matematika yang membahas suatu persamaan kuadrat, kali ini saya akan membagikan coding menemukan nilai deskriminan buatan saya. Coding ini bisa kalian jalankan di Program Pascal, semoga bermanfaat ^^


Top 6 Quadratic Applets

Assalamulaikum readers..
Kali ini Quadratic Site akan membagi top 6 quadratic Applets.  Tapi sebelumnya apa itu applets? Menurut wikipedia Java applet adalah sebuah program kecil yang ditulis dengan menggunakan bahasa pemrograman java, yang diakses melalui halaman web dan dapat di-download ke dalam mesin klien yang kemudian menjalankannya di dalam jendela penjelahan web. Langsung saja kita lihat 5 aplet yang bisa kita gunakan untuk menyelesaikan suatu persamaan kuadrat, check this out..


Quadratic Equation Calculator ini merupakan aplets buatan iFigure  Applets ini bisa kalian     gunakan untuk mencari nilai variabel dari suatu persamaan kuadrat. Daripada kalian penasaran, langsung klik saja pada gambar atau pada 'Quadratic Equation Calculator'



Applet dari Quick Math ini akan membantu anda menyelesaikan suatu persamaan kuadrat secara detail. Mereka juga bisa menunjukkan kepada kalian bentuk kurva dari persamaan kuadrat yang telah anda input. So, tunggu apa lagi langsung saja meluncur ke situsnya di Quick Math



Applet ini tidak jauh berbeda dengan quadratic equation calculator. Applet ini buatan Jose M. Blanco. Applet ini cocok untuk digunakan saat kalian hanya ingin mencari nilai dari suatu variabel, Langsung saja meluncur ketempatnya di Quadratic Equation Solver


Applet ini tidak jauh berbeda dengan quadratic equation calculator dan quadratic equation solver. Applet ini cocok untuk digunakan saat kalian hanya ingin mencari nilai dari suatu variabel, Langsung saja meluncur ketempatnya di Math dot com


Applet ini tidak jauh berbeda dengan quadratic equation calculator dan quadratic equation solver. Applet ini cocok untuk digunakan saat kalian hanya ingin mencari nilai dari suatu variabel, Langsung saja meluncur ketempatnya di Quadratic Formula Calculator and Solver


Applet ini berbentuk seperti LKPD Prosedur yang akan menuntun kalian menemukan pemahaman mengenai persamaan kuadrat, so langsung saja meluncur ke sumbernya di The Math Page



Eksperimentasi Model Pembelajaran Kooperatif Tipe Jigsaw dengan Peta Konsep pada Materi Persamaan Kuadrat Ditinjau dari Sikap Ilmiah Peserta Didik

Assalamualaikum readers.. Kali ini saya kembali ingin berbagi jurnal matematika mengenai persamaan kuadrat. Jurnal ini saya dapatkan di situs Jurnal FKIP UNS. Semoga bisa bermanfaat bagi semua pembaca ^^
Berikut perincian judul, pemilik, dan jurnal tersebut:

EKSPERIMENTASI MODEL PEMBELAJARAN KOOPERATIF TIPE JIGSAW DENGAN PETA KONSEP PADA MATERI PERSAMAAN KUADRAT DITINJAU DARI SIKAP ILMIAH PESERTA DIDIK

KELAS X SMA DI KABUPATEN KUDUS TAHUN PELAJARAN 2013/2014
Endang Sri Handayani1, Mardiyana2, dan Riyadi3
1,2,3Prodi Magister Pendidikan Matematika, PPs Universitas Sebelas Maret Surakarta

Abstract: The purpose of this study was to determine the effect of cooperative learning model Jigsaw with the concept map, cooperative learning model Jigsaw without a concept map, and the direct instruction model with a review of the scientific attitude of students towards learning achievement. This type of research was a quasi-experimental research with 3x3 factorial designs. This research was implemented in the month of September 2013 to November 2013. The X grade students of Senior High School in Kudus Regency with 2013/2014 academic year was the population of this research. The instrument used to collect the data were UAN, scientific attitude questionnaire, and mathematics achievement tests with the topic of quadratic equation in the form of multiple choice. Test requirements include test data analysis used Lilliefors test for normality and homogeneity test used the Bartlett test. Analysis of the data used two-way variance with unbalanced cells. The conclusion of this study were: (1) cooperative learning model Jigsaw with the concept map has better mathematics learning achievement than the cooperative learning model Jigsaw without a concept map and the direct instruction model, the cooperative learning model Jigsaw without a concept map has mathematics learning achievement as good as the direct instruction model; (2) the high scientific attitude students have better mathematics learning achievement than the medium and low scientific attitude students, the medium scientific attitude student have mathematics learning achievement as good as the low scientific attitude students; (3) there is no interaction between learning model to the level of scientific attitude of students towards mathematics learning achievement; (4) there is no difference between the learning achievement of students in each level of the scientific attitude for each learning model.

Keywords: cooperative learning model , Jigsaw , concept maps , scientific attitude.


Analisis Berpikir Kritis Siswa Dalam Pemecahan Masalah Matematika Berdasarkan Polya pada Pokok Bahasan Persamaan Kuadrat

Assalamualaikum readers.. Kali ini saya kembali ingin berbagi jurnal matematika mengenai persamaan kuadrat. Jurnal ini saya dapatkan di situs Jurnal FKIP UNS. Semoga bisa bermanfaat bagi semua pembaca ^^
Berikut perincian judul, pemilik, dan jurnal tersebut:

ANALISIS BERPIKIR KRITIS SISWA DALAM PEMECAHAN MASALAH MATEMATIKA BERDASARKAN POLYA PADA POKOK BAHASAN PERSAMAAN KUADRAT

(Penelitian pada Siswa Kelas X SMK Muhammadiyah 1 Sragen Tahun Pelajaran 2013/2014)
Harlinda Fatmawati 1, Mardiyana 2, Triyanto 3
1,2,3 Prodi Magister Pendidikan Matematika, PPs Universitas Sebelas Maret Surakarta
Abstract : This research aims were to describe: (1) students’ level of critical thinking, (2) students’ process of critical thinking in problem solving based on Polya, (3) factors influencing students’ process of critical thinking. This was a descriptive qualitative research. Subject of the research was students grade X AP 1 of SMK Muhammadiyah 1 Sragen consisting of four students. Subject was selected using purposive sampling. Instrument of collecting data were observation, problem solving test and interview. Validity of the data was tested using triangulation method. The data were analyzed by: (1) classifying the data in level of critical thinking based on indicators of critical thinking stated by Ennis; (2) analyzing each critical thinking level based on four steps of Polya’s problem solving; (3) analyzing factors influencing students’ process of critical thinking. From the research on 36 students, the results of students’ level of critical thinking are 19.4% for critical thinking level 0, 72.2% for critical thinking level 1, 5.6% for critical thinking level 2 and 2.8% for critical thinking level 3. Students’ process of critical thinking in (a) understanding problems, critical thinking level 0 was not able to construct point of the problems and reveal the facts, critical thinking level 1, 2, and 3 were able to construct point of the problems and reveal the facts; (b) making a plan, critical thinking level 0 was not able to detect the bias and determine theorem in solving problems, critical thinking level 1 was not able to detect the bias but was able to theorem in solving problems, critical thinking level 2 and 3 were able to detect the bias and determine theorem in solving problems; (c) carrying out the plan, critical thinking level 0 was not able to solve problems as the planning, critical thinking level 1, 2 and 3 were able to solve problems as the planning; (d) looking back the completed solution, critical thinking level 0 and 1 were not able to select logical argument and to draw conclusion, however, critical thinking level 1 was able to solve the problems using another method, critical thinking level 2 was not quite able to select logical argument and to draw conclusion, but it was able to solve the problems using another method, and critical thinking level 3 was able to select logical argument, to draw conclusion and to solve the problems using another method. Factors influencing students’ process of critical thinking are students were not accustomed to solve story problems so that they were not able to understand the problems, students found it difficult to construct Mathematics model, and students were accustomed to solve questions using only one method.

Key words: Critical thinking, Polya’s problem solving, Process of critical thinking, Level of critical thinking.


Analisis Kesalahan Siswa dalam Menyelesaikan Soal Persamaan Kuadrat Berdasarkan Taksonomi Solo pada Kelas X SMA Negeri 1 Plus di Kabupaten Nabire - Papua

Assalamualaikum readers.. Kali ini saya kembali ingin berbagi jurnal matematika mengenai persamaan kuadrat. Jurnal ini saya dapatkan di situs Jurnal FKIP UNS. Semoga bisa bermanfaat bagi semua pembaca ^^
Berikut perincian judul, pemilik, dan jurnal tersebut


ANALISIS KESALAHAN SISWA DALAM MENYELESAIKAN SOALPERSAMAAN KUADRAT BERDASARKAN TAKSONOMI SOLOPADA KELAS X SMA NEGERI 1 PLUS DI KABUPATEN NABIRE – PAPUA

Ronald Manibuy1, Mardiyana 2, Dewi Retno Sari Saputro3
1,2,3 Prodi Magister Pendidikan Matematika, PPs Universitas Sebelas Maret Surakarta

Abstract: The objectives of this research were to describe the position of errors, kind of errors and factor that caused students’ errors in answering quadratic equation questions based on SOLO taxonomy on the X grade students of SMA with high, moderate and low mathematics ability. This research was a descriptive qualitative. This research was carried out on the X grade students of SMA Negeri 1 Plus Nabire – Papua. The written data were taken from the result of mathematics ability test and first problem solving test (M1: linear/quadratic pattern) and the second problem (M2: functional concept), the oral forms data were taken from the result of interview which were conducted to the subject of the research to get valid data 1 and valid data 2. Afterwards, the valid data were analyzed to find out the constant level of consistency achievement of SOLO level, in order to meet reliable data from the chosen research subjects 2 students with high mathematics ability, 3 students with moderate mathematics ability and 2 students with low mathematics ability. The valid and reliable data were used to analyze students’ errors based on SOLO taxonomy. The result of the research showed that: (a) the students with high mathematics ability were reached unistructural–relational level, (b) the students with moderate mathematics ability were reached unistructural–multistructural level, (c) the students with low mathematics ability were almost reached unistructural level. Errors made by the research subjects: (1) all of students conducted the same errors in answering the mathematics model of the quadratic equation questions, they did not provide the answer correctly and they did not understand the concept of the questions properly, (2) kinds of errors including: (a) misconception, not comprehending about quadratic concept, this error existed in all mathematics ability levels. Whereas errors on the concept of variable, which is used to form the mathematics quadratic equation, was conducted by moderate and low level subject; (b) error on the principle, the application of the mathematics rules and formulas incorrectly in answering the quadratic equation questions, was conducted by high, moderate and low levels; (c) operational error was often conducted by low, moderate and high deals with the operational of algebra, especially on the calculation of negative integer operation, (3) the factors that caused errors for the research subjects of high, moderate and low levels were low comprehension on mathematics’ concept, principle and operation.

Keywords: errors analysis, quadratic equation, SOLO taxonomy.


Analisis Proses Berpikir Kreatif Siswa Sekolah Menengan Kejuruan (SMK) dalam Pemecahan dan Pengajuan Masalah Matematika pada Materi Persamaan Kuadrat

Assalamualaikum readers..
Kali ini saya kembali ingin berbagi jurnal matematika mengenai persamaan kuadrat. Jurnal ini saya dapatkan di situs Jurnal FKIP UNS. Semoga bisa bermanfaat bagi semua pembaca ^^
Berikut perincian judul, pemilik, dan jurnal tersebut:

ANALISIS PROSES BERPIKIR KREATIF
SISWA SEKOLAH MENENGAH KEJURURUAN (SMK)
DALAM PEMECAHAN DAN PENGAJUAN MASALAH MATEMATIKA PADA MATERI PERSAMAAN KUADRAT

Agus Prianggono1, Riyadi2, Triyanto3
1 Sekolah Menengah Kejuruan Negeri 1 Pacitan
2 Prodi Magister Pendidikan Matematika, PPs Universitas Sebelas Maret Surakarta
3 Prodi Magister Pendidikan Matematika, PPs Universitas Sebelas Maret Surakarta

Abstract : This research was aimed at identifying and describing students creativity level, creative thinking process and the factors which cause the students became not creative in solving and posing mathematics problems. This study was a descriptive qualitative research, which used case study method. Identifying the students’ creativity level and the steps of creative thinking were conducted by problem-solving and problem-posing tasks (TPPM). The creativity levels divided into three levels, namely creative, less creative and not creative. The creativity criteria were based on the fluency, flexibility and originality. The stages of creative thinking process were refered to creative thinking model developed by Wallas which has some stages. They are preparation, incubation, illumination, and verification. The data analysis was conducted using Miles and Huberman model. At the preparation stage, less creative students were able to gather relevant information to solve the problem. At the incubation stage, less creative and not creative students were need time to recall what they have learned previously. Not creative students tended to stop and did not find any idea to solve the problem. At the illumination stage, less creative students were able to find ideas, but only give a single solution and did not give another solution. At the verification stage, less creative students and not creative students re-checked their work. The factors which cause the students became not creative in solving and posing the problem were: students failed in finding ideas to complete the task, which had never been done before. Students were trapped in using only a way in solving and posing problems. They weren’t able to use various ideas in solving and posing the problems.
Keywords : creativity, problem-solving, problem-posing, creative thingking processes.