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Journal : Jurnal Elemen

How does Rasch modeling reveal difficulty and suitability level the fraction test question? Karlimah Karlimah
Jurnal Elemen Vol 8, No 1 (2022): January
Publisher : Universitas Hamzanwadi

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.29408/jel.v8i1.4170

Abstract

This article explains how to analyze test items in arithmetic operation with fractions to obtain the items' level of difficulty and fitness. Data were collected by using multiple-choice questions given to 50 fourth-grade students of an elementary school in Tasikmalaya city. The answers were then analyzed using the Rasch model and Winsteps 3.75 application, a combination of standard deviation (SD) and logit mean values (Mean). The score data of each person and question were used to estimate the pure score in the logit scale, indicating the level of difficulty of the test items. The categories were difficult (logit value +1 SD); very difficult (0.0 logit +1 SD); easy (0.0 logit -1 SD); very easy (logit value –SD). Three criteria were used to determine the level of difficulty and fitness of the questions: the Outfit Z-Standard/ZSTD value; Outfit Mean Square/MNSQ; and Point Measure Correlation. It resulted in a collection of test items suitable for use with several levels of difficulties, namely, difficult, very difficult, easy, and very easy, from the previous items, which had difficult, medium, and easy categories. Rasch model can help categorize questions and students' ability levels.
Co-Authors Adinda Novita Andhini Adriyatni, Resti Agnestasia Rahmadhani Putri Agnestasia Ramadhani Putri Ahmad Mulyadiprana Ai Susi Nurmilah Akhmad Nugraha Ami Nur Fahmi Anggit Merliana Anisa Hayatul Milah Anita Oktavianti Br. Tarigan Apriliya, Seni Apriyani, Ika Fitri Arif Hidayat Arif Hidayat Arisandi, Martin Asep Nuryadin Ayi Gina Rahmawati Ayu Shinta Bella Aziz, Asep Saepul Benyamin Hartanto Cece Rahmat Chusna Arifah Cicin Solihati Firizki Dania Fuji Lestari Darlianti, Eneng Dede Iskandar Dede Nurhidayah dedi kurniawan Desi Lisnawati Desy Andini Dety Nursabana Devi Mutiarani Dewi Rahayu Dewi, Annisa Anita Dhea Tri Agustina Dian Indihadi Diana Angraeni Aprianti Dina Mayasari Dina Mayasari, Dina Dindin Abdul Muiz Lidinillah Dirgantara, Ruby Moka Yoga Dwi Motik Resmaniti Elan Elan Elsa Nur Qomalasari Ema Astri Muliasari Febrianti Rahmawati, Syifa Fitri Lestari Fitriani Nursyaripah Ghania Natamulia Ghullam Hamdu Ginna Islamiati Hanandita, Tiara Hani Oktaviyani Hardianti, Dewi Hidayat, Syarip Iip Hidayat Iis Kholisah Iis Wasitoh Ika Fitri Apriani Ilmi Azhar Purnama Imas Damayanti Lovita Irfan Hilmi Irma Pebianti Irni Rachmawati Putri Irni Rachmawati Putri Khairunnisa, Zahra Kusumaningrum, Fanny Lestari, Dania Fuji Lilis Susilawati Lilis Susilawati Ma'iswati Hani Malik, Nurika Martin Arisandi Maudi Lestari Maulani, Dena Maya Rismawati Meli Andriyani Melinda Mardiana Momoh Halimah Mubayyanatul Haq, Rinna Muhammad Rijal Wahid Muharram Nana Ganda Nani Susilawati Niken Larasati Nindi Citra Setia Dewi Ningsih, Susi Widia Nita Anisa Fitri Nita Dwinta Nita Riani Nur, Lutfi Nur, Lutfi Nurhamidah, Lisda Nursaadah, Wida Oktafiyani, Oktafiyani Oktora, Syifa Delaneira Oyon Haki Pranata Pidi Mohamad Setiadi Popon Popon Putri Nurul Kamila Rahmah, Ajeng Anisatu Rahmawati, Fitri Eka Rahmi Nur Oktavia Ratnasari Ratnasari Respati, Resa retsie resdiantie liestarie Rina Nur Rahayu Rini Nurhartianti Rini Retnowati Risma Asfi Nuraeni Risya Amalia Fadila Rosarina Giyartini Ruby Moka Yoga Dirgantara Sadjarudin Nurdin Salsabila, Khairinnisa Saputra, Erwin Rahayu Sima Mulyadi, Sima Siti Salha Zakia Sri Ariyani Desmawati Sri Noviyanti Lestari Susi Susanti Syarif Hidayat Syarip Hidayat Syarip Hidayat Syifa Delaneira Oktora Taopik, Deden Tendi Darisman Tesa Esti Rahayu Teti Haryati Tia Sylviana Tommy Tanu Wijaya Tri Asih Soleha Trya Putriyani Utami, Karinta Widi Astuti Widia Apriyanti Dwi Rahayu Wulan Ajeng Lestari yogi prasetyo Yuliana Widi Maulita yuni futriani Yusuf Suryana Zakiyah, Zenzen Zenzen Zakiyah Zulaekha, Ade Siti