A Computer-Adaptive Mathematics Test Accomodates Third Grade Students with Special Needs in the Pacific Northwest

Author(s):  
Luke Duesbery ◽  
Leanne R. Ketterlin-Geller ◽  
Jan D. McCoy ◽  
Gerald Tindal

Assessment of student ability is often clouded by the interaction between content knowledge and prerequisite access skills. These ancillary skills can influence the students’ level of engagement with the test material by limiting their ability to access the test information or respond to the questions. In the case of mathematics, for example, reading and writing are viewed as access skills in that a student is required to be proficient in these skills in order to succeed on the multiple choice mathematics items (Helwig, Rozek-Tedesco, Tindal, Heath, & Almond, 1999). Students with deficiencies in these access skills are unable to demonstrate their knowledge and skills in the construct under investigation by the test (Elliott, Kratochwill, & McKevitt, 2001). To compensate for these access barriers, test accommodations are provided that change the manner in which the test items are delivered, the setting in which the test is taken, the timing of the test, and/or the administration procedures employed during testing. In a traditional paper and pencil test, these changes to the test are only possible by retrofitting existing materials. In an online computerized testing platform, however, accommodations can be embedded within the design and delivery of the items, thereby creating a seamless testing environment that integrates the necessary support structures to provide all students with an equal opportunity to succeed. The purpose of this chapter is to highlight the process we used to create an accommodated mathematics test for third grade students in an online environment.

Author(s):  
Horhon Lumbantoruan ◽  
Sri Minda Murni ◽  
Isli Iriani Indiah Pane

The objective of this study is to find out the quality of the English final test designed for the second semester of third grade students of SMAN 1 Pagaran in academic year 2016/2017. It describes whether or not the test items have good characteristic of test in terms of validity, reliability, difficulty level, and discriminating power. The test consists of 35 items multiple choice forms. The research design uses in this study was Descriptive Qualitative Research. To find out the discriminating power of the test, the writer chose the top 31% for the upper group and top 31% for the lower group. The result of this study shows that there are 18 (51%) acceptable items to meet the criteria of validity and 17 items (49%) is Invalid. The test is reliable since has 0.676 the level of validity. The test has unacceptable index of difficulty since has 15 items (43%) too difficult and are only 5 items (14%) easy items. Whereas for discriminating power index, the writer found there are 7 (20%) has negative result of the point have to be discard, 6 (17%) poor items, 8 (22%) satisfactory items, 13 (38%) good items, and 1 (3 %) excellent item. In conclusion, English final test designed for the second semester of third grade students of SMAN 1 Pagaran in academic year 2016/2017 does not meet the criteria of effective and acceptable test.Keywords:  Validity, Reliability, Level of Difficulty, Discrimination Power


2020 ◽  
Vol 13 (9) ◽  
pp. 10
Author(s):  
Suat Türkoguz

This study aims to investigate the test scores of the three-tier diagnostic chemistry test (TDCT) and multiple choice chemistry test (MCCT) by response change behaviour (RCB). The study is a descriptive research study aiming to investigate the item response efforts of TDCT and MCCT in a computerized testing environment (Quizzer test program, QTP). In both TDCT and MCCT, QTP maintains a continuous record for each tier of the test. Participants in the study are students in the Science Education Department at the state university in the Aegean region of Turkey (n=115). The study was conducted in two groups: there were 58 students in Group 1 and 57 students in Group 2. In Group 1, a TDCT was used; in Group 2, an MCCT test was applied. Tests were distributed by random sampling between Group 1 and Group 2. The data were collected by adding a confirmation tier to the TDCT involving 44 items. The TDCT was applied to 115 pre-service teachers; the reliability coefficient of the test was found to be 0.72. SPSS and MS Excel programs were used to analyse the data. Data were analysed using descriptive statistical methods. Considering the results obtained from the study, the rate of completing the test with RCB of test items for both tests is approximately 7–12 per cent. Another important consequence is that RCB does not provide an advantage or disadvantage in terms of scoring.


2019 ◽  
Vol 32 (3) ◽  
pp. 449-471 ◽  
Author(s):  
Michiel Veldhuis ◽  
Marja van den Heuvel-Panhuizen

Abstract In a three-phase study, with a total of 40 third-grade teachers and their 830 students, teachers were supported to use classroom assessment techniques (CATs) to reveal their students’ knowledge of number operations. In phase I, four teachers and 66 third-grade students participated in five monthly workshops in which CATs were co-designed and their use was discussed. In phase II, the first phase was replicated with four workshops with six different teachers and 148 third-grade students. In these two exploratory phases, we evaluated student achievement on a standardized national mathematics test in a pre-/posttest design and compared changes herein to changes in the national norm sample. In phase III, a control condition was added to the design to experimentally investigate the effect on student achievement with 30 teachers and 616 third-grade students. Teachers were randomly assigned to participate in 0, 1, 2, or 3 1-hour workshops. In all three phases, we found a significant increase in students’ mathematics achievement scores on the standardized mathematics test. In phase III, the increase was significantly larger in the classes of teachers participating in three workshops than in classes with less workshops. Additionally, results from the analysis of classroom observations, feedback forms, and interviews indicate that teachers could easily integrate the CATs into their practice and could gather valuable information on their students. The results from the different phases of this study combined indicate that supporting teachers in their development and use of classroom assessment in mathematics may contribute to the improvement of students’ mathematics achievement.


2017 ◽  
Vol 6 (1) ◽  
pp. 165
Author(s):  
Maidar Maidar

This study aims to determine whether there is an increased motivation to learn mathematics of third grade students of SDN 001 Pagaran Tapah Darussalam Rokan Hulu after application of cooperative learning model of quick on the draw. The problems of the research is "What type of cooperative learning model of application quick on the draw can Increase the motivation to learn mathematics 001 third grade students of SDN Pagaran Tapah Darussalam Rokan Hulu?" This research is a classroom action research conducted in SDN 001 Pagarah Tapah Darussalam. The subjects were students of class III is 31 students. Collecting the data in this study using sheets of observations made every meeting. Based on the results of this study concluded that using cooperative learning model of the type of quick on the draw can Increase the motivation to learn mathematics 001 third grade students of SDN Pagaran Tapah Darussalam Rokan Hulu.Keywords: cooperative quick on the draw, the motivation to learn math


2018 ◽  
Vol 28 (3) ◽  
pp. 997-1003
Author(s):  
Gergana Hristova

The knowledge on geometry are of great importance for the understanding of reality. Spatial notion and geometrical concepts, graphical skills and habits are an important part of the study of geometrical knowledge in elementary school as propedeutics of the system course on geometry in the next school levels. In the recent years, education in Bulgaria follows the trends imposed by the European Union related to the acquiring of some basic key competencies. They promote to the improvement of knowledge, skills, abilities and attitudes of students and their more successful social development. From the school year 2016/2017, the education in the Bulgarian schools is in accordance with the new Law on pre-school and school education. Under this law, students are teached under new curriculum and teaching kits for the corresponding class. According to the new curriculum, the general education of the students of I-IV grade, covers basic groups of key competencies. Here, much more attention is paid also to the results of international researches on the students’ performance in mathematics. Primary school students participate in international competitions and Olympiads, which lead to the need of working on more mathematical problems with geometric content of the relevant specific types. This allows to study and use author’s various mathematical problems for teaching geometry. Their purpose is to contribute to the expansion of space notions of the students, to develop their thinking and imagination. This article is dedicated to the application of author’s various mathematical problems and exercises for teaching students from the third grade through which the geometrical knowledge and skills of the students develop and build. The solving of the mathematical problems is realized on a rich visual-practical basis, providing conditions for inclusion of the students in various activities. The proposed various mathematical problems are developed by themes including fully geometric problems and exercises for teaching mathematics to third grade students. Teaching by using the various mathematical problems was held with 149 students from third grade, from five schools - three in Sofia and two in smaller towns, in the school year 2016/2017.


Author(s):  
Laura L. Stahly ◽  
Gerald H. Krockover ◽  
Daniel P. Shepardson

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