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Ahmad Yani T

Pendidikan Matematika FKIP Universitas Tanjungpura

Author-ID : 421847

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MEMERIKSA KEMBALI (LOOKING BACK) PEMECAHAN MASALAH MATEMATIS MENGGUNAKAN WEBSITE WOLFRAMALPHA PADA MATERI INTEGRAL TAK TENTU Lukman Nurhakim; Badaruddin; Ahmad Yani T
JURNAL PENDIDIKAN DAN KEGURUAN Vol. 1 No. 1 (2023): Jurnal Pendidikan dan Keguruan
Publisher : CV. ADIBA AISHA AMIRA

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Mathematical problem solving can be done with four stages, namely understanding the problem, making a plan, executing a plan and looking back. The purpose of this paper is to describe the process of looking back at mathematical problem solving using the wolframalpha website. The results showed that re- examining can be done in various ways including asking teachers, asking friends who are mathematically higher or using technology. One technology that can be used as a tool to check back is the Wolframalpha application.

PEMBELAJARAN MATEMATIKA MELALUI PENDEKATAN ETNOMATEMATIKA PERMAINAN TRADISIONAL ENGKLAK PADA MATERI BANGUN DATAR Agus Priyanto; Abdul Rauf Bimantara; Juandi; Ahmad Yani T
JURNAL PENDIDIKAN DAN KEGURUAN Vol. 1 No. 2 (2023): Jurnal Pendidikan dan Keguruan
Publisher : CV. ADIBA AISHA AMIRA

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The value of mathematics contained in everyday life can be referred to as ethnomathematics. Ethnomathematics is learning mathematics found in cultural culture, ethnomathematics can also be used to apply mathematics in dealing with the natural environment and also in existing cultural systems. Indonesia has a variety of cultures, one of which is traditional games. There are many types of traditional games in Indonesia, one of which is the engklek game. The traditional engklek game is a game that many people know how to play and also in the engklek game there are elements of mathematics learning, for example the flat material contained in the engklek game. So the engklek game is found in mathematics learning, especially in the flat material.

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
JURNAL PENDIDIKAN DAN KEGURUAN Vol. 1 No. 2 (2023): Jurnal Pendidikan dan Keguruan
Publisher : CV. ADIBA AISHA AMIRA

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This study aims 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 test questions and directv communication (interviews). This study concludes 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. The causes of these problems are lack 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.

The Effect of PBL Integrated Education for Sustainable Development on Students' Mathematical Communication and Problem Solving Skills Puput, Puput; Yani T, Ahmad; Siregar, Nurfadilah; Verminus, Verminus
Euler : Jurnal Ilmiah Matematika, Sains dan Teknologi Volume 14 Issue 1 April 2026
Publisher : Universitas Negeri Gorontalo

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.37905/euler.v14i1.37346

This research adopted a pretest–posttest control group experimental design. The primary objective was to investigate the impact of implementing Problem-Based Learning (PBL) integrated with the Education for Sustainable Development (ESD) approach on students’ mathematical problem-solving abilities and mathematical communication skills within the context of matrix learning. The population consisted of all 11th-grade students at SMAN 8 Pontianak (N=280), with two classes selected through probability sampling as the experimental and control groups. Data were collected using essay tests, observations, and documentation, then analyzed using independent samples t-tests, Mann-Whitney tests, and effect size analyses. The findings indicated statistically significant differences between the experimental and control groups (p0.05). Specifically, the experimental group achieved a mean post-test score 20.21% higher than the control group in problem-solving and 36.41% higher in mathematical communication. Strong effect sizes (d=1.84 and r=1.34) further demonstrate that ESD-oriented PBL substantially improved students’ competencies compared to conventional methods.

IMPLEMENTASI SUPERVISI AKADEMIK KEPALA SEKOLAH DALAM MENINGKATKAN KUALITAS PEMBELAJARAN DI SEKOLAH DASAR Devisa, Kresensia Ranti; Aunurrahman, Aunurrahman; Halida, Halida; T, Ahmad Yani; Waruwu, Marinu
JURNAL PENDIDIKAN DASAR PERKHASA: Jurnal Penelitian Pendidikan Dasar Vol 12, No 1 (2026): Jurnal Pendidikan Dasar Perkhasa: Jurnal Penelitian Pendidikan Dasar
Publisher : STKIP Persada Khatulistiwa Sintang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31932/jpdp.v12i1.6216

This study aimed to analyze the implementation of the principal’s academic supervision in improving the quality of teachers’ instruction at SD Negeri 17 Pontianak Kota. The research employed a qualitative method with a case study approach. Data were collected through semi-structured interviews, direct observation, and documentation, and analyzed using the interactive model of Miles, Huberman, and Saldana. The findings revealed that academic supervision was implemented systematically through three main stages: needs-based planning, collaborative implementation using multiple methods, and continuous evaluation and follow-up. This implementation had a significant impact on improving teachers’ pedagogical and professional competencies, as well as transforming teachers’ perceptions of supervision from mere monitoring into professional guidance. It can be concluded that structured, collaborative, and continuous academic supervision is effective in enhancing the quality of teaching. Key success factors include strong leadership commitment, active teacher involvement, a humanistic approach, proper documentation, and adequate resource support.

Analisis Kesalahan Mahasiswa Pada Soal Pohon Rentang Minimum Menggunakan Algoritma Prim dan Kruskal Menurut Teori Newman Sabila, Finanta Diva; Rizki, Ahmad; Lestari, Meli; Anita, Fransiska; T, Ahmad Yani; Meldi, Nadya Febriani
EQUALS: Jurnal Ilmiah Pendidikan Matematika Vol. 8 No. 1 (2025): Kesalahan, Kognisi, dan Pendekatan Kontekstual dalam Pembelajaran Matematika
Publisher : Program Studi Pendidikan Matematika, FKIP Universitas Muslim Maros

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.46918/equals.v8i1.2532

This study aims to examine the mistakes made by students when solving the minimum range tree problem using the Prim and Kruskal algorithms. This study applies a qualitative descriptive approach, involving 23 students in the fifth semester of the Mathematics Education Study Program, Tanjungpura University Pontianak as research subjects. Data was collected using test, interview, and documentation methods. Data analysis techniques involve stages in the form of data reduction, data presentation, and conclusion drawn. Furthermore, the data was analyzed based on Newman's theory, which included reading errors, comprehension errors, transformation errors, process skills errors, and answer writing errors. The results of the study revealed that students tended to make reading mistakes most often with a total of 9 errors (47.36%), process skills errors with a total of 4 errors (21.05%), and answer writing errors with a total of 6 errors (31.58%). No misunderstandings and transformations were found. The main causes of errors are lack of focus, inadequate understanding of the concept of prim and crucial algorithms, and lack of precision in working on problems. This research recommends the need for a deeper understanding of the concept of primordial and crucial algorithms, as well as an increase in students' accuracy in reading and rechecking answers.

Pengaruh Adversity Quotien Terhadap Kemampuan Pemecahan Masalah Matematis Dalam Menyelesaikan Soal Bertipe Hots Berdasarkan Langkah Polya Dini, Dini; Yani T, Ahmad; Ahmad, Dian; Mirza, Ade; Hartoyo, Agung
Educatio Vol 21 No 1 (2026): Educatio: Jurnal Ilmu Kependidikan
Publisher : Universitas Hamzanwadi

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.29408/edc.v21i1.34371

The influence of Adversity Quotient (AQ) on students' mathematical problem-solving in answering Higher Order Thinking Skills (HOTS) type questions based on Polya’s steps is highly essential. This research employed an ex-post facto method involving 60 eleventh-grade students of SMA Bawari Pontianak. Data were collected through the measurement of students’ Adversity Quotient levels and a mathematical problem-solving test designed in accordance with Polya’s four-step process: understanding the problem, devising a plan, carrying out the plan, and reviewing the solution. The analysis results indicated a highly significant effect of Adversity Quotient on students' mathematical problem-solving abilities. A significance value of 0.00 (< 0.05) and a Pearson correlation coefficient of 0.421 suggest a moderately strong positive relationship. Students with high to very high Adversity Quotient tended to solve HOTS-type problems more systematically and effectively compared to those with moderate or low AQ. They were also more capable of completing all four of Polya’s steps comprehensively. These findings highlight that mental resilience, perseverance, and the ability to manage pressure are critical factors in successfully solving high-level mathematical problems. Therefore, strengthening students’ Adversity Quotient through instructional strategies and non-cognitive support is strongly recommended to enhance their problem-solving quality.

KEMAMPUAN PEMAHAMAN KONSEP IPA PADA SISWA SEKOLAH DASAR BERDASARKAN GENDER Novanto, Yogi Setya; Djudin, Tomo; T, Ahmad Yani; Basith, Abd; Murdani, Eka
JPDI (Jurnal Pendidikan Dasar Indonesia) Vol 8, No 1 (2023): VOLUME 8 NUMBER 1 JANUARY 2023
Publisher : STKIP Singkawang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26737/jpdi.v8i1.4260

Penelitian ini memiliki beberapa tujuan ialah untuk menganalisis perbedaan kemampuan pemahaman konsep IPA siswa sekolah dasar berdasarkan gender. Penelitian ini dilakukan pada MIS Ushuluddin Singkawang. Pendekatan penelitian memakai penelitian kuantitatif dengan metode survei, Populasi yang terlibat pada penelitian ini semua siswa kelas V MIS Ushuluddin Singkawang. Teknik sampel yang digunakan berupa sampling jenuh. Kemudian sampel yang terpilih sebanyak 56 siswa yang terdiri dari 34 laki-laki dan 22 perempuan. Hasil penelitian yang didapatkan bahwa, tidak terdapat perbedaan kemampuan pemahaman konsep IPA siswa berdasarkan gender pada materi panas dan perpindahannya pada kelas V MIS Ushuluddin Singkawang.

Exploring Students’ Mathematical Representation in Open-Ended Problems: A Study Based on Habits of Mind Fitri, Callista Amalia; Mirza, Ade; Jamiah, Yulis; T, Ahmad Yani; Fitriawan, Dona; Yusmin, Edy
JPMI (Jurnal Pendidikan Matematika Indonesia) Vol 11, No 2 (2026): Volume 11 Number 2, September 2026
Publisher : STKIP Singkawang

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.26737/jpmi.v11i2.8868

This scholarly inquiry seeks to: (1) identify junior high school students' mathematical representation abilities in solving open-ended problems based on their habits of mind; and (2) analyze the relationship between students' mathematical representation abilities and habits of mind. The research subjects involved 30 students in class VIII A at SMP Negeri 13 Pontianak. This investigation implemented a quantitative descriptive method within a correlational approach. The primary research instrument was a test designed in the format of open-ended questions to measure mathematical representation abilities in similarity material, as well as a habits of mind questionnaire based on four indicators, persisting, thinking flexibility, metacognition, and creating, imagining, and innovating. The analysis results reveal that: (1) Among students with high levels of habits of mind, visual, symbolic, and verbal representation abilities were recorded at 23.8%, 54.3%, and 22.2%, respectively. Students with moderate habits of mind demonstrated higher visual (47.9%), symbolic (65.4%), and verbal (34.7%) representation abilities. Conversely, students with low habits of mind exhibited 46% visual, 67.6% symbolic, and 39.7% verbal representation abilities; and (2) These results indicate a tendency that is not entirely in line with the theoretical assumption that habits of mind contribute positively to mathematical representation ability. No significant correlation exists between students’ habits of mind and their mathematical representation ability in solving open-ended problems (p = 0.246; r = −0.218), with a negative correlation. This result suggests that these two variables likely measure relatively independent dimensions and are influenced by other mediating factors, so that improvements in habits of mind do not directly lead to improvements in mathematical representation ability in solving open-ended problems.Eksplorasi Kemampuan Representasi Matematis Siswa dalam Penyelesaian Soal Open-Ended ditinjau dari Habits of MindABSTRAKKajian ilmiah ini dimaksudkan guna: (1) mengidentifikasi kemampuan representasi matematis siswa dalam menyelesaikan soal open-ended berdasarkan tingkat habits of mind; dan (2) menganalisis hubungan antara kemampuan representasi matematis dan habits of mind siswa. Subjek penelitian melibatkan 30 siswa kelas VIII A SMP Negeri 13 Pontianak. Studi ini menerapkan metode kuantitatif deskriptif dalam kerangka pendekatan korelasional. Instrumen penelitian terdiri atas tes berbentuk soal open-ended untuk mengukur kemampuan representasi matematis pada materi kesebangunan, serta angket habits of mind berdasarkan empat indikator, yaitu ketekunan, keluwesan berpikir, kesadaran atas proses berpikir, serta mencipta, berkhayal, dan berinovasi. Hasil penelitian mengindikasikan: (1) Di antara siswa dengan tingkat habits of mind yang tinggi, kemampuan representasi visual, simbolik, dan verbal tercatat masing-masing sebesar 23,8%, 54,3%, dan 22,2%. Siswa dengan habits of mind sedang menunjukkan kemampuan representasi visual (47,9%), simbolik (65,4%), dan verbal (34,7%) yang lebih tinggi. Sebaliknya, siswa dengan habits of mind rendah menunjukkan kemampuan representasi visual 46%, simbolik 67,6%, dan verbal 39,7%; dan (2) Temuan ini menunjukkan adanya kecenderungan yang tidak sepenuhnya sejalan dengan asumsi teoritis yang menyatakan bahwa habits of mind berkontribusi positif terhadap kemampuan representasi matematis. Hasil uji menunjukkan bahwa kemampuan representasi matematis siswa dalam menyelesaikan soal open-ended tidak berkorelasi secara signifikan dengan habits of mind (p = 0,246; r = −0,218), dengan arah hubungan yang negatif. Hasil ini mengindikasikan bahwa kedua variabel tersebut kemungkinan mengukur dimensi yang relatif independen dan dipengaruhi faktor mediasi lain, sehingga peningkatan habits of mind tidak secara langsung diikuti oleh peningkatan kemampuan representasi matematis dalam konteks penyelesaian soal open-ended.Kata Kunci:Representasi; Open Ended; Habits of Mind; Kesebangunan

Self-Determination in English Learning among Visually Impaired Students: The Role of an AI-Based Braille Audio Dictionary Ratih Zatil Imandari; Urai Salam; Venny Karolina; Ahmad Yani T.; Eka Ariyati; Nor Fazlin Mohd Ramli
Jurnal Kependidikan : Jurnal Hasil Penelitian dan Kajian Kepustakaan di Bidang Pendidikan, Pengajaran, dan Pembelajaran Vol. 12 No. 2 (2026): June (IN PRESS)
Publisher : LPPM Universitas Pendidikan Mandalika

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.33394/jk.v12i2.20349

This study aims to analyze the self-determination of visually impaired students in learning English through the use of a Braille dictionary equipped with Artificial Intelligence (AI)-based audio, viewed from the perspective of Self-Determination Theory (SDT), which includes autonomy, competence, and relatedness. The research employed a qualitative approach with a case study design. Data were collected through interviews with visually impaired students, teachers, and parents and analyzed using thematic analysis through coding procedures. The findings indicate that the competence dimension appeared most dominantly, followed by autonomy, which reflects increased learner independence through the use of assistive technology. The improvement in competence was mainly influenced by the natural and clear AI-generated pronunciation, which enabled students to repeatedly listen to, imitate, and self-correct English pronunciation independently. In addition, the ease of accessing audio through the integrated Braille dictionary supported students’ confidence and learning autonomy. Meanwhile, relatedness emerged through interactions with teachers and parents, although it was relatively limited. These findings suggest that the Braille dictionary with AI-based audio has the potential to enhance accessibility, learner independence, and English learning abilities among visually impaired students, thereby supporting more inclusive learning practices.

Co-Authors Abd Basith, Abd 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 Wartiningsih Agus Winarji Agustami Agustami Agustina Rezha Cantika AHMAD KHOLIQUL AMIN Ahmad Rizki, Ahmad Ana Amah, Dewi Mentari Ananda Rizky Amelia Anastasia, Witta Andea, Feby Andi Muhammad Irfan Taufan Asfar Andrini, Vera Septi Anggi Pramita Anisa Novita Sari Anisyah Yuniarti Apriliyani, Anggi Apriliyanti, Ignasia Arni, Sarah Asep Nursangaji Asmara, Adi Asriah Nurdini M. Aunurrahman Aunurrahman Aunurrahman Awaliyah, Ilka Nur Azmi Aqil Badaruddin Badaruddin Badaruddin Baehaqi Barita Riana Sitours Bayu Wicaksono Bistari Bistari Bung Lasario Pratama Cokong Cokong Cristina Lanteri Dede Suratman Desy Iryani Devisa, Kresensia Ranti Dia Prima Juwita Dian Ahmad BS Dian Ahmad Budhysatrya Dian Ahmad Budi Satria Dian Kurnianto Dian Kurnianto Dian Rahmawati Dina Anika Marhayani Dini Dini, Dini Distari, Distari Dona Fitriawan Dyoty Auliya Vilda Ghasya Eddy Djunaedi Edy Tandililing Edy Yusmin Egy Purwanda Eka Ariyati 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 Fitri, Callista Amalia Gunawan, Fransiskus Hendra Hafiz, Muhammad Iqbal Abdul Hakim, Djidan Hakim, Maida Sujana Halida Halida Halini - Hamdani Hamdani . Hamdani Hamdani Hamzah, Evandry Haratua Tiur Maria Silitonga Hartono Haryanengsi, Haryanengsi Hasbi Perdinan Hendra Sulistiawan Hendratmoko, Yayan Hengki, Marianus Hengky, Marianus Heriyanto Heriyanto Heriyanto Hermandra Hermawan Susanto 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 Juandi Junarti Juwita, Dia Prima Karim, Ajerin Karmadi, Lanang Maulana Dwi Karmilawati, Karmilawati Karolina, Venny 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 Lukman Nurhakim M. Nur Mustafa Mahmuda Sumarno Mahmuda Sumarno Mahmuda Sumarno Majidah, Rani Manora, Elsa Manuk, Herman Kaiser Mardian, Fauzy Mardiani Mardiani Maria Ulfah Maria Ulfah maria, meisy sella Marina, . Marinu Waruwu Mariyam Mariyam Mariyam Mariyam Marlinda Marlinda Martin Martin Martin Suhendra Masriani . Maya Puspita Artasari Mayasari, Eny Meldi, Nadya Febriana 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 Nabila Muthia Ayu Nasya Maharani Azis Nasyrullah, Much Neti Esi Nia Kristiani Nindy Citroresmi P Nindy Citroresmi Prihatiningtyas Ningsih, Kurnia Nor Fazlin Mohd Ramli 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 Puput, Puput Purwanto, Zaene Alifia Putri, Dita Amanda Putri, Olga Wira Putria, Sri R, Zubaidah. R. Sapto Hendri Boedi Soesatyo Rachmat Saputra Rahmah, Annisa Auliya Rahman Haryadi Rahmat Jumri Rahmat Rasmawan Rahmawati, Melita Ramadhan, Akbar Rasdhakim, Mas Arifin Ratih Zatil Imandari RENDY PRATAMA Renni Dwi Wahyuni Revi Pasaribu Rexy Maulana Dwi Karmadi Riama Al Hidayah Rif at, Muhammad Rifat, Mohammad 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 Munif Rustam Rustam Rustam Rustam Rusti Wulaningsih Sabila, Finanta Diva Safrianty, Nanny Santikarani, Otih Sapang, Fransiska Anita Ekawati Rahayu Saparani, Abang Edi Saputra, Rachmat Sariyanti, Eka Sayaka Oikawa Seilendra, Pingkan Ramadhan Septiza Shinta, Olivia silvia sayu - Simin Simin Sintya Masliyani Siregar, Nur Fadilah Siregar, Nurfadillah Siti Halidjah sri riyanti Stella Prancisca Sudiansyah Sudiansyah Sudiansyah Sudiansyah Sudiansyah Sudiansyah, Sudiansyah Sugiatno . Sugiatno Sugiatno Sulha Sulha Sulha Sulha Sulistyarini, Sulistyarini Sumarno, Mahmuda Sumiati Sumiati Supriyadi, Dede Syafitri, Kintan Salsabila Hasria Syahwani Umar Syf. Rizekia Zulaikha Assegaf Syofian, Syofan T, Hamdani Tenriawaru, Andi Besse TOMO Tomo Djudin Tomo, Tomo Toni, Muhammad Tsamara Banafsaj urai salam Uray Rosa Febrianti Utin Desy Susiaty Venny Karolina Verawati Verawati Verminus, Verminus Veronika, Eni Viktorianus Ipik Vonia Yulia Agustina Wahab Wahab Wahyu Anggraini, Wahyu Warneri . Widya Susanti Widya wati Widyasari, Lia Fitri Winarji, Agus Wulaningsih, Rusti Wullandari, Della Riski Yanto, Fransiskus yarso, Syaidianur Yasinta, Teodora Yayang Alfian Juwanto Yesaya Umeng Yesaya Umeng 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

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