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Charles Hohensee; Laura Willoughby; Sara Gartland – Mathematical Thinking and Learning: An International Journal, 2024
Backward transfer is defined as the influence that new learning has on individuals' prior ways of reasoning. In this article, we report on an exploratory study that examined the influences that quadratic functions instruction in real classrooms had on students' prior ways of reasoning about linear functions. Two algebra classes and their teachers…
Descriptors: Prior Learning, Abstract Reasoning, Mathematical Concepts, Algebra
Hamilton L. Hardison – North American Chapter of the International Group for the Psychology of Mathematics Education, 2023
Angularity is a persistent quantity throughout K-12+ school mathematics, and many studies have shown that individuals often conflate angularity with linear attributes (e.g., the length of an angle model's sides). However, few studies have examined the productive ways in which students might reason about angularity while attending to linear…
Descriptors: Mathematics Skills, Thinking Skills, Geometry, Spatial Ability
Timothy H. Lehmann – Mathematics Education Research Journal, 2024
The aim of this study is to examine how algorithmatizing tasks engage mathematics students in algorithmic thinking. Structured, task-based interviews were conducted with eight Year 12 students as they completed a sequence of algorithmatizing tasks involving maximum flow problems. A deductive-inductive analytical process was used to first classify…
Descriptors: Secondary School Mathematics, Secondary School Students, Grade 12, Mathematics Instruction
Hee-Sun Lee; Gey-Hong Gweon; Aubree Webb; Dan Damelin; Chad Dorsey – Science Education, 2024
This study addresses the measurement of high school students' epistemic knowledge associated with scientific experimentation (EKSE) which concerns "how" scientific experimentation generates knowledge and "why" that knowledge is justified. Based on philosophical, educational standards, and literature analyses, an EKSE construct…
Descriptors: Knowledge Level, Science Experiments, High School Students, Thinking Skills
Prayitno, Lydia Lia; Purwanto, P.; Subanji, S.; Susiswo, S.; Mutianingsih, Ninik – Journal of Research and Advances in Mathematics Education, 2022
Semantic is associated with the relationship between symbol, reference, and the problem's context involved in the problem-solving process which also involves reasoning and decision-making. Hence, this study describes the characteristics of students' semantic reasoning to solve the double discounts problem. 51 high school students in Sidoarjo…
Descriptors: Foreign Countries, High School Students, Abstract Reasoning, Problem Solving
Juanjuan Chen; Minhong Wang; Tina A. Grotzer; Chris Dede – Journal of Computer Assisted Learning, 2024
Background: In scientific inquiry learning, students often have difficulties conducting hypothetical reasoning with multiple intertwined variables. Concept maps have a potential to facilitate complex thinking and reasoning. However, there is little investigation into the content of student-constructed concept maps and its association with inquiry…
Descriptors: Concept Mapping, Task Analysis, Inquiry, Active Learning
Conner, Kimberly A.; Otten, Samuel – Electronic Journal for Research in Science & Mathematics Education, 2021
Proofs are attempts to conclusively demonstrate the validity of the claim for all cases indicated within its domain, which implies that proving should involve thoughtful consideration of the domain. This study analyzed the enactment of three general claim tasks, or tasks where the domain of the claim referred to an infinite number of cases, that…
Descriptors: Secondary School Mathematics, Secondary School Students, Mathematics Skills, Mathematical Logic
Chen, Yixiong – ProQuest LLC, 2023
Covariational reasoning is a cognitive activity that attends to two or more varying quantities and how their changes are related to each other. Previous studies indicate that covariational reasoning seems to have levels. Content analysis was used to examine the pedagogy and development of covariational reasoning levels in the sections that…
Descriptors: Calculus, Mathematics Instruction, High School Students, Textbooks
Nathan Mentzer; Wonki Lee; Andrew Jackson; Scott Bartholomew – International Journal of Technology and Design Education, 2024
Adaptive comparative judgment (ACJ) has been widely used to evaluate classroom artifacts with reliability and validity. In the ACJ experience we examined, students were provided a pair of images related to backpack design. For each pair, students were required to select which image could help them ideate better. Then, they were prompted to provide…
Descriptors: Evaluative Thinking, Design, Engineering Education, Evaluation Methods
Elias, Dafna; Dreyfus, Tommy – Teaching Mathematics and Its Applications, 2022
We investigated how two didactical tools assist high school students in constructing knowledge about convergence and limits. The first tool is manual plotting of the terms of selected sequences, and the second, a technological applet. Student pairs worked in an interview setting on an activity designed for the purpose of this research. The…
Descriptors: High School Students, Mathematical Concepts, Mathematics Instruction, Abstract Reasoning
Saeed Salimpour; Russell Tytler; Michael T. Fitzgerald; Urban Eriksson – Journal for STEM Education Research, 2023
Cosmology presents students with ideas that stimulate their curiosity and brings together various concepts from STEM that call on a variety of reasoning types across multiple representational modes, involving subtleties of spacetime relations, a variety of models and evidence requiring multiple lines of high precision observations. This study…
Descriptors: Abstract Reasoning, Thinking Skills, Concept Formation, Scientific Concepts
Lois George – Electronic Journal for Research in Science & Mathematics Education, 2023
A key component of student mathematics achievement relates to the cognitive domains. This paper examines student mathematics achievement in three cognitive domains (knowledge, comprehension, reasoning) as per different achievement grades, across four years (2015, 2016, 2018, 2019), and by gender. This study used the Caribbean Secondary Education…
Descriptors: Mathematics Achievement, High School Students, Cognitive Processes, Foreign Countries
Mayarni, M.; Nopiyanti, Eva – Journal of Biological Education Indonesia (Jurnal Pendidikan Biologi Indonesia), 2021
Critical and analytical thinking skills are included in higher-order thinking skills which become the focus of educational goals in recent era. This study aimed to determine the relationship between critical and analytical thinking skills in ecology learning at senior high school in East Jakarta. This research was conducted from March to June…
Descriptors: Critical Thinking, Thinking Skills, Abstract Reasoning, Correlation
Nicole L. Fonger – Teachers College Press, 2024
An essential understanding of the uses and practices of algebra remain out of reach for many students. In this book, award-winning researcher Dr. Nicole Fonger addresses the issue of how to support all learners to experience algebra as meaningful. In a highly visual approach, the book details four research-based lenses with examples from 9th-grade…
Descriptors: Mathematics Instruction, Teaching Methods, Social Justice, Algebra
Jennifer Talbot; Amanda Cullen; Cheryl Lizano – North American Chapter of the International Group for the Psychology of Mathematics Education, 2023
Understanding fraction as a quantity has been identified as a key developmental understanding. In this study, students in Grades 5, 8, and 11 were asked to compare the areas of two halves of the same square--a rectangle and a right triangle. Findings from this study suggest that students who understand fraction as a quantity use reasoning related…
Descriptors: Fractions, Mathematics Skills, Thinking Skills, Abstract Reasoning