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Ahmad Yani T
Pendidikan Matematika FKIP Universitas Tanjungpura
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Penyelesaian Persamaan Bentuk Kuadrat Berbantuan Aplikasi Photomath Berdasarkan Sistem Bilangan Real Nadya Febriani Meldi; Ahmad Yani T.; Dede Suratman
Variabel Vol 5, No 2 (2022): OCTOBER 2022
Publisher : STKIP Singkawang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26737/var.v5i2.3224

Abstract

Penelitian ini bertujuan mendeskripsikan ketidaksesuaian istilah dalam prosedur pengerjaan matematika materi persamaan kuadrat berdasarkan aplikasi photomath yang disesuaikan dalam objek kajian dalam analisis real. Ketidaksesuaian yang dimaksud adalah prosedur pengerjaan yang kurang lengkap serta beberapa penamaan yang tidak dikenal dalam matematika. Penelitian ini merupakan penelitian kualitatif dengan metode deskriptif. Deskriptif dilakukan untuk mengungkap temuan ketidaksesuaian dari prosedur pengerjaan persamaan bentuk kuadrat yang dianalisis dari langkah pengerjaan yang tersaji pada aplikasi photomath. Langkah penyelesaian pada aplikasi photomath merupakan objek kajian serta aksioma lapangan yang menjadi dasar utama dalam proses kajian. Teknik analisis yang digunakan adalah tematik analisis. Hasil penelitian menunjukkan bahwa telah diperoleh empat langkah penyelesaian yang tidak bersesuaian pada disiplin ilmu matematika dalam menyelesaikan persamaan kuadrat pada aplikasi photomath, yaitu “keluarkan faktor”, “pindahkan satu suku ke ruas lainnya dan ubahlah tandanya (pindah ruas)”, ”hasil kali faktor-faktor adalah nol, setidaknya salah satu faktor adalah nol”, “bagi kedua ruas dengan suatu bilangan”.Kata Kunci: Penyelesaian Persamaan Bentuk Kuadrat; Aplikasi Photomath; Sistem Bilangan Real Solving Quadratic Shape Equations Assisted Photomath Application Based on Real Number SystemsABSTRACTThis study aims to describe the discrepancy of terms in the procedure for mathematical work of quadratic equation material based on the application of photomath adjusted in the object of study in real analysis. The discrepancies in question are incomplete workmanship procedures as well as some unknown naming in mathematics. This research was a qualitative research with a descriptive method. Descriptive is carried out to reveal findings of discrepancies from the procedure for working on quadratic shape equations analyzed from the work steps presented in the photomath application. The completion step in the photomath application was the object of study and the field axiom that was the main basis in the study process. The analysis technique used was thematic analysis. The results showed that four non-conforming solution steps have been obtained in the mathematical discipline in solving quadratic equations in the photomath application, namely "issue a factor", "move one tribe to another and change the sign (moving segments)", "the product of factors is zero, at least one of the factors is zero", "divide both fields by a number".
ANALISIS KONSEP MATEMATIKA SEKOLAH DALAM PEMULASARAAN JENAZAH Tsamara Banafsaj; Ahmad Yani T; Asep Nursangaji
Jurnal AlphaEuclidEdu Vol 2, No 2 (2021): Volume 2 Number 2 Desember 2021
Publisher : UNIVERSITAS TANJUNGPURA

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26418/ja.v2i2.49163

Abstract

This research aim to identify the elementary and junior high school mathematic concepts which included the funeral procession. The process of funeral procession that was researched included measuring and cutting the shroud, bathing the corpse, shrouding the corpse, praying the corpse, and burying the corpse. The method of this research is a qualitative, and the form of this research is a literature study. Then the data were collected using documents in the form of books, articles, and notes on the results of the funeral procession by the fardhu kifayah team of Ummu Al-Athiyyah Al-Anshoriyyah. Based on the Miles and Huberman analysis method, elementary and junior high school mathematical concepts are found in the funeral procession, namely rectangles, mixed arithmetic operations, addition, subtraction, multiplication, division, number sequences, sets, linear inequalities of one variable, line segments, vertical lines, horizontal lines, parallel lines, perpendicular lines, point outside the line, 180 degree angel, and cuboids.
KEMAMPUAN NUMERIK SISWA SEKOLAH MENENGAH ATAS DALAM PEMECAHAN MASALAH MATEMATIS Viktorianus Ipik; Yulis Jamiah; Ahmad Yani T
Jurnal AlphaEuclidEdu Vol 3, No 1 (2022): Volume 3 Number 1 Juli 2022
Publisher : UNIVERSITAS TANJUNGPURA

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26418/ja.v3i1.49643

Abstract

This article is the result of a qualitative descriptive analysis to describe and describe students' mathematical reasoning abilities in problem solving in class VIII G SMP Negeri 3 Sungai Raya. The research subjects were 32 students. Data collection tools are in the form of mathematical reasoning tests on statistical material, especially in the sub-material of data presentation and data concentration steps as well as interview guidelines. The results of data analysis showed that based on the category of upper, middle and lower level of reasoning ability, it was classified as moderate because there were 2 students (6.25%) in the upper level reasoning category, then there were 18 students (56.25). %) in the intermediate level reasoning category. , and 12 students (37.5%) were included in the lower-level reasoning category. Students with upper level abilities are able to fulfill indicators of applying numerical mathematics, check the validity of a contradiction, and provide reasons or evidence for the accuracy of the arrangement, students with intermediate abilities are able to meet indicators of applying numerical mathematics and provide reasons or evidence for the accuracy of settings, students with high level abilities bottom height can only meet the indicators of applying numerical mathematics.
KEMAMPUAN REPRESENTASI MATEMATIS SISWA PADA MATERI SEGITIGA Monika Sari; Edy Yusmin; Ahmad Yani T
Jurnal AlphaEuclidEdu Vol 2, No 1 (2021): Volume 2 Number 1 Juli 2021
Publisher : UNIVERSITAS TANJUNGPURA

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26418/ja.v2i1.48070

Abstract

AbstractThe mathematical representation ability referred to in this study is the ability to express mathematical ideas or ideas to solve a problem with various mathematical representations of visual forms (pictures) and verbal forms (writing).This type of research is descriptive with a qualitative approach which aims to describe systematically the ability of visual mathematical representations and the ability of verbal mathematical representations.The data collection technique in this study was carried out using essay. Test questions were given to student an grade VIII A at SMP Negeri 1 Mandor, where there were three groups, namely the upper, middle, and lower group. Students who will be interviewed are selected based on the representation ability test scores where only two students will represent for each group.The results showed that the ability of visual mathematical representation when given verbal form questions to answer indicators using pictures was in the percentage of students' average score 66.67% and the ability of verbal mathematical representation if given visual questions, for the answer indicator using words is in the percentage of the student's average score of 33.33%. Students still have difficulty with verbal representation if given a visual form. Keywords: visual representation, verbal representation and trangle material
Development of Mathematics E-Modules Through the Professional Flip PDF Application Assisted React Strategy to Improve Problem Solving Ability of Vocational Middle School Students Concentration of Accounting Expertise Dian Kurnianto; Sudiansyah; Heriyanto; Ahmad Yani T.; Bistari
International Journal of Science and Society Vol 4 No 3 (2022): International Journal of Science and Society (IJSOC)
Publisher : GoAcademica Research & Publishing

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.54783/ijsoc.v4i3.544

Abstract

This study aims to describe the process and results of developing E-teaching modules in the independent learning curriculum through the REACT Strategy (Relating, experiencing, applying, cooperating, and transferring) with the help of professional Flip PDF, for students in Phase E of Accounting Expertise Concentration. In the structure of the independent learning curriculum for Vocational High Schools, there are 2 groups of subjects, namely general subjects (A) and groups of vocational subjects (B). needed by the world of work, mastering science and technology, arts and culture. E-module development using the ADDIE model with the stages of development: Analysis, Design, Development, Implementation, and Evaluation. The resulting product is a mathematics e-module with the REACT Strategy assisted by a professional flip pdf application that can be accessed by students using Android. Based on the results of utilization in the field, the resulting E-module can improve the problem-solving ability of students. This e-module with the REACT strategy assisted by flip PDF is feasible to be used as an alternative in mathematics learning, especially to familiarize students with being able to define problems, diagnose problems, formulate alternative strategies, choose alternative strategies and evaluate in mathematics lessons that incorporate technology. Based on the results of 28 students' answers to banking math problems in the e-module, the average score is 61.78 with a percentage score of 77.23% with a high category.
ANALISIS KESALAHAN SISWA DALAM MENYELESAIKAN SOAL CERITA SISTEM PERSAMAAN LINEAR DUA VARIABEL MENGGUNAKAN PROSEDUR NEWMAN PADA KELAS VIII SMPS KASIH YOBEL SINGKAWANG Paternus Surya Dino; Ahmad Yani; Bistari Bistari
ADIBA : JOURNAL OF EDUCATION Vol. 2 No. 4 (2022): OKTOBER
Publisher : CV. ADIBA AISHA AMIRA

Show Abstract | Download Original | Original Source | Check in Google Scholar

Abstract

This study aimsa to determine student errors in solving story problems of a two-variable linear equation system using the Newman procedure. This type of research is descriptive qualitative research. The subjects in this study involved 6 high school students. The object of this research is the students mistakes in solving the story problems of a two-variable linear equation system. Data collection techniques used are diagnostic testh questions and directv communication (interviews). This study concludesa that students still make mistakes based on theh Newman procedure. There are five stages of errors in the Newman procedure in solving mathematical problems, namely: (1) errors in rewriting that known in the problem and being unable to interpret the meaning of words, (2) being unable to understand the questions and questions referred to in the problem, (3) unable to change the story problem into a mathematical model according to the procedure and do not know the formula that used, (4) unable to solve the problem using arithmetic operations correctly and incorrectly results in the calculation operation, (5) unable to complete the final result and cannot conclude accordingly with what is asked in the question.s The causes of these problems are lacka of understanding of the questions, unable to capture problem information contained in the questions, lack of practice in working on the form of story questions, mistaking information from the teacher.
PENGEMBANGAN METAKOGNISI DALAM PEMBELAJARAN GEOMETRI MENGGUNAKAN MODEL KONTEKSTUAL PADA SISWA SMP Cokong Cokong; Ahmad Yani T; Dede Suratman; Sugiatno Sugiatno; Martin Martin
Journal of Educational Review and Research Vol 5, No 2 (2022): VOLUME 5 NUMBER 2 DECEMBER 2022
Publisher : STKIP Singkawang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26737/jerr.v5i2.3997

Abstract

Penelitian ini bertujuan untuk mengungkapkan pengembangan metakognisi siswa melalui pembelajaran kontekstual dalam materi volume kubus dan balok. Subjek yang berpartisipasi dalam penelitian ini, yaitu siswa kelas VIII SMP Negeri 3 Samalantan Kabupaten Bengkayang. Penelitian dengan subjek tunggal dan desain A-B-A digunakan untuk mencapai tujuan dimaksud. Hasil penelitian ini menunjukkan bahwa pembelajaran matematika menggunakan model kontekstual dapat me-ngembangkan metakognisi siswa  yang ditandai dengan peningkatan kemampuan  hasil belajar siswa  dari 5,31 menjadi 8,41.
PENERAPAN MODEL BLENDED LEARNING UNTUK MENINGKATKAN PEMAHAMAN KONSEPTUAL DAN KELANCARAN PROSEDURAL SISWA PADA MATERI STATISTIKA KELAS VIII Maya Puspita Artasari; Ahmad Yani T; Dona Fitriawan; Edy Yusmin; Romal Ijuddin
Journal of Educational Review and Research Vol 5, No 2 (2022): VOLUME 5 NUMBER 2 DECEMBER 2022
Publisher : STKIP Singkawang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26737/jerr.v5i2.3927

Abstract

This research aims to find the effect of applying the blended learning model to increase students' conceptual understanding and procedural fluency in statistics material in junior high schools. The Blended Learning model is used to with flipped classroom sub-model. This type of sub-model has two classes, named online and offline. For online's classes, use the help of the WhatsApp application and Google Classroom. The application of this blended learning model are expect to improve students' conceptual understanding and procedural fluency in learning mathematics, especially in statistical's subject matter to be researched in this research. This research is a type of quantitative research using experimental methods. Data collection techniques that used in this research is observation and tests. The observation in question is the teacher's observation using the observation sheet to observe the teacher's activities in teaching when the question test is a test of conceptual understanding and procedural fluency in the form of an essay test. Data analysis techniques were performed with calculating the results of the pretest and posttest in the experimental class and control class and then carrying out a Test of Normality, Test of Homogeneity of Variance, Paired Sample Test, Independent Sample Test, and concluding the results of the test. The results of the research are that both the blended learning model and the conventional learning model both have an increase. Even though there is an increase in both the blended learning model and the conventional learning model does not have a significant effect on students' conceptual understanding and procedural fluency even though the results show that there is a difference in the increase between the experimental class and the control class.
LEARNING MANAGEMENT SYSTEM (LMS) MICROSOFT TEAMS DAN DRAWING PAD PADA PEMBELAJARAN MATEMATIKA DALAM PENERAPAN PEMBELAJARAN HYBRID LEARNING DI ERA PANDEMIC COVID-19 (STUDI DI SMA KRISTEN IMMANUEL PONTIANAK) Martin Suhendra; Rohmah Pila Khoriyani; Rinda Kusmayanti; Ahmad Yani T; Bistari Basyuni
Journal of Educational Review and Research Vol 5, No 2 (2022): VOLUME 5 NUMBER 2 DECEMBER 2022
Publisher : STKIP Singkawang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26737/jerr.v5i2.3681

Abstract

Tujuan dibuatnya tulisan ini yaitu memberikan gambaran mengenai LMS di SMA Kristen Immanuel Pontianak sebagai salah satu solusi dalam menghadapi tantangan pembelajaran daring sehingga dapat dijadikan acuan bagi sekolah lain dalam menerapkannya ditengah pandemic covid-19. Penggunaan LMS dan IT yaitu Microsoft Teams dan Drawing Pad. Dengan adanya penggunaan LMS Microsoft Teams dan Drawing Pad maka pembelajaran online lebih efektif dijalankan sehingga tujuan pembelajaran dapat tercapai dengan baik. Pada artikel ini akan dideskripsikan manfaat dan proses pembelajaran menggunakan LMS Microsoft Teams dan Drawing Pad di SMA Kristen Immanuel Pontianak
EKSPLORASI ETNOMATEMATIKA DALAM TRADISI PERNIKAHAN ADAT DAYAK KEBAHAN DI KECAMATAN BELIMBING KABUPATEN MELAWI Agustina Rezha Cantika; Ahmad Yani T; Munaldus Munaldus
Journal of Educational Review and Research Vol 5, No 2 (2022): VOLUME 5 NUMBER 2 DECEMBER 2022
Publisher : STKIP Singkawang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26737/jerr.v5i2.3926

Abstract

There is a relationship between cultural activities and education; this education applies to all subjects, one of which is mathematics. The relationship between mathematics and culture is called ethnomathematics. One of the cultural activities that has a relationship with mathematics is the traditional wedding tradition. Traditional wedding traditions are often carried out every year, and many people are interested in attending and witnessing the traditional wedding tradition taking place. Unbeknownst to the public, they have witnessed some mathematical activity. Many people still think that mathematics is something foreign and difficult, even though they just don't realize that so far every activity they have done has mathematics in it. In order to raise awareness of the role of mathematics in everyday life, a study of ethnomathematical activities and mathematical ideas embedded in the Dayak Kebahan traditional wedding ritual has been conducted. This study employed an ethnographic approach and a qualitative research methodology. by observing and interviewing two people as research subjects to get research results that are in accordance with the existing problem formulation. The results of the research show that there are ethnomathematical activities and mathematical concepts in the traditional Dayak Kebahan wedding tradition.
Co-Authors Abd. Basith Abdul Rauf Bimantara Abnas, Arsweetha Van Ade Mirza Adi Ari Wibowo Adriana Nada Beta Afandi Afandi Agung Hartoyo Agung Wahyudi Agus Priyanto Agus Priyanto Agus Syahrani Agus Winarji Agustami Agustami Agustina Rezha Cantika AHMAD KHOLIQUL AMIN Ahmad Rizki, Ahmad Ana Amah, Dewi Mentari Ananda Rizky Amelia Anastasia, Witta Andi Muhammad Irfan Taufan Asfar Andrini, Vera Septi Anggi Pramita Anisa Novita Sari Anisyah Yuniarti Anita, Fransiska Apriliyanti, Ignasia Arni, Sarah Asep Nursangaji Asmara, Adi Asriah Nurdini M. Aunurrahman Aunurrahman Aunurrahman Awaliyah, Ilka Nur Azmi Aqil Badaruddin Badaruddin Barita Riana Sitours Bistari Bung Lasario Pratama Cokong Cokong Cristina Lanteri Dede Suratman Desy Iryani Dia Prima Juwita Dian Ahmad BS Dian Ahmad Budhysatrya Dian Ahmad Budi Satria Dian Kurnianto Dian Kurnianto Dian Rahmawati Dina Anika Marhayani Dini Distari, Distari Dona Fitriawan Dyoty Auliya Vilda Ghasya Eddy Djunaedi Edy Tandililing Edy Yusmin Egy Purwanda Eka Ariyati Eka Murdani Eka Murdani, Eka Eka Pratiwi Eka, Firmina Emma Dafiana Erta, U Endar Sulistyowati Eni Veronika Eny Enawaty Erlina Erlina Ervi Mustika Erwina Oktavianty Evi Noviani Evianti, Tania Henita Febriani Meldi, Nadya Feriyadi, Deri Fikri, Khoirul Gunawan, Fransiskus Hendra Hafiz, Muhammad Iqbal Abdul Hakim, Djidan Hakim, Maida Sujana Halini - Hamdani Hamdani . Hamdani Hamdani Hamzah, Evandry Haratua Tiur Maria Silitonga Hartono, Hartono Hasbi Perdinan Hendratmoko, Yayan Hengki, Marianus Heriyanto Heriyanto Heriyanto Hermandra Hermawan Susanto, Hermawan Herry Sujaini Heru Gunawan Hodiyanto, Hodiyanto Husna Amalya Melati Husni Syahrudin Ida Ayu Putu Sri Widnyani Imran Imran Imran Imran Ira Lestari Irsandi Kusuma Ismiyani, Nining Ittihadi, Ses Muharman Iwan Ramadhan Iwit Prihatin Jamjemah, Jamjemah Juandi Juandi Junarti Junarti Juwita, Dia Prima Karmilawati, Karmilawati Kartono, Kartono Kholifah, Siratul Kurnia Ningsih Kurnianto, Dian Kusuma, Irsandi Labibah, Hanan Laksono Trisnantoro Lely Shinta herawati Lestari Pasaribu, Revi Lestari, Meli Lidwina Beatrix Rinda Linda Linda Lucius Chih Huang Chang Luh Putu Ratna Sundari M. Nur Mustafa Mahmuda Sumarno Mahmuda Sumarno Mahmuda Sumarno Manora, Elsa Manuk, Herman Kaiser Mardian, Fauzy Mardiani Mardiani Maria Ulfah Maria Ulfah maria, meisy sella Marina, . Mariyam Mariyam Mariyam Mariyam Marlinda Marlinda Martin Martin Martin Suhendra Masriani . Maya Puspita Artasari Meldi, Nadya Febriani Metia Novianti Misdah Misdah Mohamad Rif’at Mohammad Rif`at Monika Sari MUHAMMAD ANSHORI, MUHAMMAD Munaldus . Mutiara Ranum Rasdindra Mutiara Ranum Rasdindra MZN, Moestawa Nasya Maharani Azis Nasyrullah, Much Neti Esi Nia Kristiani Nindy Citroresmi P Nindy Citroresmi Prihatiningtyas Ningsih, Kurnia Novanto, Yogi Setya Noviah Dwi Putranti noviatni, metia Noviza, Trivanila Nur Afni Nuratifah, Stefania Nurfadilah Siregar Nurhayati Nurhayati Nurul Azkiya Paramida, Resmita Pasaribu, Revi Lestari Paternus Surya Dino Patmawati Patmawati, Patmawati Permanda, Saul Pitriani, Pitriani Pranata, Rio Prancisca, Stella Prasodjo, Bayu Priscilla Josierra Liora Purwanto, Zaene Alifia Putri, Olga Wira Putria, Sri R, Zubaidah. R. Sapto Hendri Boedi Soesatyo Rahman Haryadi Rahmat Jumri Rahmat Rasmawan Rahmawati, Melita Ramadhan, Akbar RENDY PRATAMA Renni Dwi Wahyuni Revi Pasaribu Riama Al Hidayah Rif at, Muhammad Rika Wahyuni Rinda Kusmayanti Rindiani Rini Muharini Rini Setyowati Rody Putra Sartika Rogo, Inviolata Rohmah Pila Khoriyani Roisah, Siti Romal Ijuddin Romal Ijuddin Rosmaiyadi Rosmaiyadi Rosmaiyadi Rosmaiyadi Rosmaiyadi Rosmaiyadi Rostina Rostina Ruqiah Ganda Putri Panjaitan Rusmanda, Cicik Muspar Rustam Rustam Rustam Rustam Rusti Wulaningsih Sabila, Finanta Diva Safrianty, Nanny Santikarani, Otih Saparani, Abang Edi Saputra, Rachmat Sariyanti, Eka Sayaka Oikawa Seilendra, Pingkan Ramadhan Septiza Shinta, Olivia silvia sayu - Simin Simin Siregar, Nur Fadilah Siregar, Nurfadillah Siti Halidjah sri riyanti Stella Prancisca Sudiansyah Sudiansyah Sudiansyah Sudiansyah Sudiansyah Sudiansyah, Sudiansyah Sugiatno . Sugiatno Sugiatno Sulha Sulha Sulistyarini, Sulistyarini Sumarno, Mahmuda Sumiati Sumiati Syafitri, Kintan Salsabila Hasria Syahwani Umar Syf. Rizekia Zulaikha Assegaf Syofian, Syofan T, Hamdani Tenriawaru, Andi Besse TOMO Tomo Djudin Tomo Djudin Tomo, Tomo Toni, Muhammad Tsamara Banafsaj urai salam Uray Rosa Febrianti Utin Desy Susiaty Verawati Verawati Veronika, Eni Viktorianus Ipik Vonia Yulia Agustina Wahab Wahab Wahyu Anggraini, Wahyu Warneri . Widya Susanti Widya wati Winarji, Agus Wulaningsih, Rusti Wullandari, Della Riski Yanto, Fransiskus yarso, Syaidianur Yasinta, Teodora Yayang Alfian Juwanto Yesaya Umeng Yesaya Umeng Yogi Setya Novanto Yogi Setya Novanto Yudi Darma Yulis Jamiah Yundari, Yundari Yuniarti Yuniarti Yunika, Veny Yusawinur Barella Zubaidah R Zubaidah R Zubaidah R, Zubaidah Zubaidah Zubaidah Zulfahita Zulfahita Zulhafizh Zulhafizh