PENYETARAAN VERTIKAL DENGAN PENDEKATAN KLASIK DAN ITEM RESPONSE THEORY PADA SISWA SEKOLAH DASAR

Anak Agung Purwa Antara, IKIP Saraswati Tabanan, Indonesia
Bastari Bastari, Universitas Indonesia

Abstract


Penelitian ini bertujuan untuk mengetahui (1) akurasi metode linear dan ekipersentil pada pendekatan Klasik dan mean & mean dan mean & sigma pada pendekatan teori respons butir; (2) karakteristik tes prestasi belajar matematika model campuran kelas III, IV, V, dan VI Sekolah Dasar yang digunakan dalam penelitian ini; dan (3) perkembangan kemampuan siswa (θ) kelas III, IV, V, dan VI pada pelajaran matematika berdasarkan tes yang digunakan. Data penelitian adalah skor siswa pada ujian akhir semester tahun 2013 yang dikumpulkan dengan desain tes dengan butir bersama. Hasil penelitian menunjukkan bahwa, (1) Standart Error of Equating (SEE) metode ekipersentil 0,505116 dan metode linear 0,608, sedangkan Root Mean Square Different (RMSD) metode mean & sigma 0,344 dan metode mean & mean 0,394, perbedaan nilai SEE pada pendekatan Klasik dan RMSD pada pendekatan IRT sangat kecil sehingga kebermaknaannya masih perlu diteliti; (2) tes prestasi belajar matematika kelas III, IV, V, dan VI berturut-turut memiliki rerata location katagori sedang -0,070, -0,228, -0,324, -0,430, slope yang baik 0,537, 0,558, 0,639, 0,644, dan items fit statistics minimum 0,077, 0,052, 0,055, dan 0,198; (3) keempat metode penyetaraan memberikan informasi bahwa nilai θ meningkat seiring dengan meningkatnya peringkat kelas, dengan rerata θ kelas III, IV, V, dan VI berturut-turut sebesar -0,104, -0,076, 0,004, dan 0,173. Namun, kenaikan nilai tersebut sangat kecil sehingga kebermaknaannya masih perlu diteliti.

Kata kunci: Metode penyetaraan, Tes model campuran

______________________________________________________________

VERTICAL EQUATING USING  CLASICAL METHOD AND ITEM RESPONSE THEORY IN ELEMENTARY SCHOOL STUDENTS

Abstract

The study was aimed at finding: (1) the accurate linear method and equipercentile method in Classic approach and mean&mean and mean & sigma method in IRT approach, (2) the characteristics of the mathematic mixed-model achievement test for elementary students grade III, IV, V, and VI used in this study, (3) the  progress of elementary students gade III, IV, V, and VI ability  (θ) in Mathematic based on the developed test. The data of this study were students’ scorer on final exams Elementary school 2013 collected with anchor test design. The result showed that: (1) Standard Error of Equating (SEE) within the linear method was 0.607 and ekipercentile method was 0.505116, while Root Mean Square Different (RMSD) within the mean&mean was 0.394 and mean&sigma method was 0.344. The differences between the value of SEE and RMSD was very little, therefore the meaningfulness needed further study; (2) the Mathematic achievement test for Grade III, IV, V, and VI had location in the middle category within the values respectively -0.070, -0.228, -0.324, -0.430, the good mean of slope 0.537, 0.558, 0.639, 0.644, and items fit statistics minimum 0.077, 0.052, 0.055, 0.198; (3) the four equation method provided information that θ increased in accordance with the increased of the class rank, with mean of the θ students Grade III, IV, V, and VI as 0.104, -0.076, 0.004, dan 0.173. But the increased of the θ value was relatively small, in that its meaningfulness also required further study.

Keywords: equating method, mixed-model test

Keywords


metode penyetaraan, tes model campuran

Full Text:

PDF

References


Coker, L. & Algina, J. (1986). Introduction to classical and modern test theory. New York: Holt, Rinehard and Winston Inc.

DeMars, C. (2002). Incomplete data and item parameter estimates under JM-LE and MML estimation. Applied Measurement in Education, 15, 15-31.

Gregory, R.J. (2007). Psychological testing. History, principles, and applications(4th ed). Boston: Pearson Education, Inc.

Hambleton, R.K., & Swaminathan, H. (1985). Item response theory. Boston, MA: Kluwer Inc.

Hambleton, R.K., Swaminathan, H., & Rogers, H. J. (1991). Fundamentals of item response theory. Newbury Park, CA: Sage Publication Inc.

Joreskog, K.G. & Sorbom, D. (1996). LISREL 8: Structural Equation Modeling. Chicago: Scientific Software International.

Kemendikbud. (2013). Kurikulum 2013. Kompetensi dasar (SD)/madrasah ibtidaiyah (MI)

Kim, S.H., & Cohen, A.S. (2002). A comparison of linking and concurrent calibration under the grade response model. Applied Psychological Measurement, 26, 25-61.

Kim, S., & Hanson, B.A. (2002). Test equating under the multiple-choice model. Applied Psychological Measurement, 26, 255-270.

Kim, S., Walker, M.E., & Frederick, M. (2010). Comparisons among designs for equating mixed-format tests in large-scale assessments. Journal of Educational Measurement, 47, 36-53.

Kim, J. et. al, (2009, April). Investigation of vertical scaling using the Rasch model. Paper presented at the annual meeting of the National Council on Measurement in Education.

Kolen, M.J., & Brennan, R.L (1995). Test equating: Methods and practices. New York: Springer-verlag.

Mardapi, D. (2008). Teknik penyusunan tes dan nontes. Yogyakarta: Mitra Cendikia.

Mardapi, D. (2012). Pengukuran, penilaian, & evaluasi pendidikan. Yogyakarta: Nuha Medika.

Muraki, E., & Bock, R.D. (1997). Parscale: IRT item analysis and test scoring for rating-scale data. Chicago: Scientific Software International.

Naga. D.S. (1992). Pengantar teori skor pada pengukuran pendidikan. Jakarta: Gunadarma.

Pang, X., et.al, (2010). A comparison of four test equating methods. Report Prepared. Ontario: Education Quality and Accountability Office.

Rasiman. (2008, November). Pengembangan bahan ajar berdasarkan perkembangan kognitif untuk meningkatkan hasil belajar matematika siswa SD. Makalah disajikan dalam Seminar Nasional Matematika dan Pendidikan Matematika di Universitas Negeri Yogyakarta.

Sugeng. (2010). Penyetaraan vertikal model kredit parsial soal matematika SMP. Disertasi Doktor, tidak diterbitkan. Program Pascasarjana, UNY Yogyakarta.

Swediati, N. (1997). Equating test under the GPCM. Disertasi Doktor, tidak diterbitkan. University of Massachusetts, Amherst.

Syaipuddin. (2005). Penyetaraan tes model respons berjenjang. Disertasi Doktor, tidak diterbitkan. Yogyakarta: Program Pascasarjana Universitas Negeri Yogyakarta.




DOI: https://doi.org/10.21831/pep.v19i1.4551

Refbacks

  • There are currently no refbacks.




Creative Commons License
This work is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License.


Find Jurnal Penelitian dan Evaluasi Pendidikan on:

   

ISSN 2338-6061 (online)    ||    ISSN 2685-7111 (print)

View Journal Penelitian dan Evaluasi Pendidikan Visitor Statistics