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Wu, Xiaopeng; Wu, Rongxiu; Zhang, Yi; Arthur, David; Chang, Hua-Hua – Assessment in Education: Principles, Policy & Practice, 2021
Learning path and learning progression have received extensive attention from broad disciplines. The existing research In the field of learning path is rarely applied in curriculum learning and teaching. Learning progression is usually constructed through observations, interviews but not quantitative analyses. With 726 Grade 8 students'…
Descriptors: Cognitive Measurement, Mathematics Skills, Learning Processes, Sequential Approach
Balta, Ebru; Omur Sunbul, Secil – Eurasian Journal of Educational Research, 2017
Purpose: Position effects may influence examinees' test performances in several ways and trigger other psychometric issues, such as Differential Item Functioning (DIF) .This study aims to supply test forms in which items in the test are ordered differently, depending on their difficulty level (from easy to difficult or difficult to easy), to…
Descriptors: Test Items, Sequential Approach, Difficulty Level, Mathematics Tests
Monárrez, Angelica; Galvan, Lorena; Wagler, Amy E.; Lesser, Lawrence M. – Journal of Statistics Education, 2018
English language learners are a growing demographic in secondary, two-year, four-year and research institutions where many students encounter their first course in statistics. In the statistics education literature, recent calls have been made to improve statistical education for underserved student populations, including English Language Learners…
Descriptors: English Language Learners, Statistics, Educational Improvement, Instructional Materials
Ketterlin-Geller, Leanne R.; Shivraj, Pooja; Basaraba, Deni; Yovanoff, Paul – Measurement: Interdisciplinary Research and Perspectives, 2019
Diagnostic assessments are intended to support teachers' instructional decision making by providing instructionally relevant information. In this article, we propose that using cognitive theories of learning to design diagnostic assessments can provide teachers with two diagnostic outcomes: (a) the location of a student's thinking within the…
Descriptors: Diagnostic Tests, Learning Theories, Test Construction, Learning Processes
Gibbs, Anna S.; Hinton, Vanessa M.; Flores, Margaret M. – Preventing School Failure, 2018
Children who struggle in mathematics have a limited understanding of the foundational processes of mathematics. A lack of conceptual understanding causes students to fall behind as they progress through the core curriculum. Children at high risk for developing mathematics disabilities fail to gain numeracy knowledge. The purpose of this case study…
Descriptors: Mathematics Instruction, Case Studies, Disabilities, Computation
Stephens, Ana C.; Fonger, Nicole; Strachota, Susanne; Isler, Isil; Blanton, Maria; Knuth, Eric; Murphy Gardiner, Angela – Mathematical Thinking and Learning: An International Journal, 2017
In this article we advance characterizations of and supports for elementary students' progress in generalizing and representing functional relationships as part of a comprehensive approach to early algebra. Our learning progressions approach to early algebra research involves the coordination of a curricular framework and progression, an…
Descriptors: Elementary School Students, Algebra, Generalization, Thinking Skills
Walker, Sylvia E. – Journal of Developmental Education, 2017
The purpose of this project was two-fold. First, it would provide an opportunity for students to complete the developmental math course sequence more quickly, thereby enabling students to proceed to a college-level mathematics course sooner. To accomplish this, the classroom was designed with computer-assisted homework courses that blended…
Descriptors: Remedial Mathematics, Introductory Courses, Advanced Courses, Algebra
Fife, James H.; James, Kofi; Peters, Stephanie – ETS Research Report Series, 2020
The concept of variability is central to statistics. In this research report, we review mathematics education research on variability and, based on that review and on feedback from an expert panel, propose a learning progression (LP) for variability. The structure of the proposed LP consists of 5 levels of sophistication in understanding…
Descriptors: Mathematics Education, Statistics Education, Feedback (Response), Research Reports