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Erica Litke; Amber Candela; Melissa Boston; Leslie Dietiker – ZDM: Mathematics Education, 2024
When analyzing instructional quality in mathematics, observational measures can consider domain-specific instructional approaches (e.g., effective teaching of mathematics) and content-focused practices (e.g., effective teaching of a specific mathematical topic). In this study, we analyze lesson videos from secondary algebra classrooms using two…
Descriptors: Educational Quality, Mathematics Instruction, Algebra, Feedback (Response)
Using Mobile Problem-Based Formative Assessment to Enhance Learning of Algebra and Critical Thinking
Elizabeth O'Shea Zeiss – ProQuest LLC, 2022
The purpose of this quantitative, quasi-experimental study was to determine if, and to what extent, technology-enhanced problem-based formative assessment instruction would have an impact on college students' algebra learning and development of critical thinking skills, when compared to traditional classroom instruction in a first-year college…
Descriptors: Mathematics Instruction, Algebra, Mathematics Achievement, Achievement Gains
Mavrikis, Manolis; Geraniou, Eirini; Gutierrez Santos, Sergio; Poulovassilis, Alexandra – British Journal of Educational Technology, 2019
While it is commonly accepted that Learning Analytics (LA) tools can support teachers' awareness and classroom orchestration, not all forms of pedagogy are congruent to the types of data generated by digital technologies or the algorithms used to analyse them. One such pedagogy that has been so far underserved by LA is exploratory learning,…
Descriptors: Learning Analytics, Discovery Learning, Teaching Methods, Visualization
Taibu, Rex; Mataka, Lloyd; Shekoyan, Vazgen – International Journal of Education in Mathematics, Science and Technology, 2021
In this study, conceptual and algebra-based physics students were engaged in scientific inquiry using Physics Education Technology (PhET) interactive simulations via semester-long group projects. The instructor and students used the Scientific Abilities Assessment Rubrics (SAAR) to evaluate project presentations and papers (formative assessment).…
Descriptors: Physics, Scientific Attitudes, Student Attitudes, Algebra
Jace'Karmon Thomas – ProQuest LLC, 2021
Errors in mathematics are common hurdles for teachers and students; therefore, it is important to learn what errors students make and how students treat them. This study initially identified the types of errors students made while working with algebraic expressions and documented and analyzed the process of students completing an error analysis…
Descriptors: Mathematics Education, Error Patterns, Formative Evaluation, Mathematics Tests
Thinwiangthong, Sampan; Eddy, Colleen M.; Inprasitha, Maitree – Malaysian Journal of Learning and Instruction, 2020
Purpose: The main purpose of this study was to examine mathematics teachers' abilities in developing formative assessments when teaching algebraic reasoning after utilizing two innovations: lesson study and open approach. Methodology: A single group quasi-experimental research design was employed in two mathematics classes in a school in…
Descriptors: Mathematics Teachers, Formative Evaluation, Foreign Countries, Secondary School Teachers
Gunpinar, Yasemin; Pape, Stephen – Journal of Computers in Mathematics and Science Teaching, 2018
The purpose of this study was to investigate the ways that teachers use connected classroom technology (CCT) in conjunction with the Texas Instruments Nspire calculator to potentially support achievement on Algebra problems that require translation between representations (i.e., symbolic to graphical). Four Algebra I classrooms that initially…
Descriptors: Educational Technology, Technology Uses in Education, Mathematics Instruction, Calculators
Bossé, Michael J.; Lynch-Davis, Kathleen; Adu-Gyamfi, Kwaku; Chandler, Kayla – Mathematics Teacher, 2016
Assessment and instruction are interwoven in mathematically rich formative assessment tasks, so employing these tasks in the classrooms is an exciting and time-efficient opportunity. To provide a window into how these tasks work in the classroom, this article analyzes summaries of student work on such a task and considers several students'…
Descriptors: Mathematics Instruction, Formative Evaluation, Student Evaluation, Problem Solving
Evans, William R.; Selen, Mats A. – Physical Review Physics Education Research, 2017
Homework in introductory physics represents an important part of a student's learning experience; therefore, choosing the manner in which homework is presented merits investigation. We performed three rounds of clinical trials comparing the effects of mastery-style homework vs. traditional-style homework with students in both algebra-based and…
Descriptors: Homework, Introductory Courses, Mastery Learning, Physics
Accardo, Amy L.; Kuder, S. Jay – Mathematics Teaching in the Middle School, 2017
Mr. Perez and Mrs. Peterson co-teach a ninth-grade algebra class. Perez and Peterson's class includes four students with individualized education programs (IEPs). In response to legislation, such as the No Child Left Behind (NCLB) Act (2001) and the Individuals with Disabilities Education Improvement Act (2006), an increasing number of students…
Descriptors: Grade 9, Mathematics Instruction, Mathematics Achievement, Algebra
Coomes, Jacqueline; Lee, Hyung Sook – Mathematics Teaching in the Middle School, 2017
Mathematics teachers want to empower students as mathematical thinkers and doers (NCTM 2000). Specific ways of thinking and doing mathematics were described in the Process Standards (NCTM 2000); they were further characterized as habits of mind (Mark, Goldenberg, and Sword 2010); and more recently, they were detailed in the Common Core's Standards…
Descriptors: Mathematics Instruction, Student Empowerment, Formative Evaluation, Mathematics Skills
Dinkelman, Martha O.; Cavey, Laurie O. – Mathematics Teacher, 2015
In many mathematics classrooms, the teacher provides "worked examples" to demonstrate how students should perform certain algorithms or processes. Some students find it difficult to generalize from the examples that teachers provide and cannot apply what they have learned in new situations (Watson and Mason 2002). Instead, teachers might…
Descriptors: Mathematics Instruction, Teaching Methods, Algebra, Generalization
Edwards, Michael Todd; Quinlan, James; Strayer, Jeremy F. – Teaching Children Mathematics, 2016
During the past few years, several of the authors have incorporated student problem posing as a regular instructional feature in their classrooms. When they offer their students the opportunity to construct their own problems, particularly during the course of an entire school year, they create many novel tasks. Student-created tasks not only…
Descriptors: Number Concepts, Mathematics, Mathematics Instruction, Addition
Rhine, Steve; Harrington, Rachel; Olszewski, Brandon – Contemporary Issues in Technology and Teacher Education (CITE Journal), 2015
The collision between a growing, inexperienced teaching force and students' algebra struggles should be one of great concern. A collaboration of four public and private universities in Oregon restructured mathematics methods courses for preservice teacher candidates by using the affordances of technology to counteract this loss of experience. Over…
Descriptors: Influence of Technology, Algebra, Thinking Skills, Databases
Wilder, Sandra – Clearing House: A Journal of Educational Strategies, Issues and Ideas, 2015
This article aims to describe a type of formative assessment, MAP Classroom Challenge, which has been introduced in mathematics classrooms in recent years. MAP, or the Mathematics Assessment Project Classroom Challenges (formerly known as Formative Assessment Lessons), are developed by teams of math educators from the Shell Centre for Mathematical…
Descriptors: Formative Evaluation, Mathematics Instruction, Mathematics Teachers, College Faculty
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