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Schneider, Laura B.; Kelly, Angelique – Science and Children, 2021
"Next Generation Science Standards" ("NGSS") three-dimensional learning is valuable for all students regardless of age. The "NGSS" integrate disciplinary core ideas, science and engineering practices, and crosscutting concepts, adding rigor to science teaching and learning. Though "NGSS" performance…
Descriptors: Preschool Education, Paleontology, Teaching Models, Science Instruction
Ormond, Christine A. – Australian Journal of Teacher Education, 2021
This paper explains how an original conceptual framework model for mathematics pedagogy, the Australian Curriculum Conceptual Rubric (ACCR), has continued to be used successfully by the author in pre-service and in-service teacher education programs over the past ten years or more. Now further enhanced by a deeper reflection upon Peter Sullivan's…
Descriptors: Mathematics Instruction, Teaching Models, Learner Engagement, Foreign Countries
Cooper, Jason; Pinto, Alon – For the Learning of Mathematics, 2017
"The root of 18 is closer to 4 than it is to 5 because 18 is closer to 16 than it is to 25". Is this statement, voiced in an 8th grade class, valid? We suggest hypothetical arguments upon which this statement might be based, and analyze them from two complementary perspectives--epistemic and pedagogical--drawing on Toulmin's notion of…
Descriptors: Grade 8, Secondary School Mathematics, Inquiry, Mathematical Logic
Russo, James – Australian Primary Mathematics Classroom, 2015
In this article James Russo presents the Strategies, Understanding, Reading and Fast Facts Framework (SURF) for mental computation. He explains how this framework can be used to deepen mathematical understanding and build mental flexibility.
Descriptors: Mental Computation, Teaching Methods, Educational Strategies, Mathematics Achievement
Hunter, Amy E.; Bush, Sarah B.; Karp, Karen – Mathematics Teaching in the Middle School, 2014
Mathematics interventions for struggling students supplement regular instruction and are frequently implemented through computer programs and activity sheet practice (Swanson et al. 2012). However, students with foundational misunderstandings do not benefit from additional drill and practice alone. Instead, interventions that balance concepts with…
Descriptors: Intervention, Teaching Methods, Mathematical Concepts, Teaching Models
White, Paul; Mitchelmore, Michael C. – Mathematical Thinking and Learning: An International Journal, 2010
This article outlines a theoretical model for teaching elementary mathematical concepts that we have developed over the past 10 years. We begin with general ideas about the abstraction process and differentiate between "abstract-general" and "abstract-apart" concepts. A 4-phase model of teaching, called Teaching for Abstraction, is then proposed…
Descriptors: Mathematical Concepts, Teaching Models, Elementary School Mathematics, Investigations
Nicholson, Walter; Westhoff, Frank – Journal of Economic Education, 2009
General equilibrium models now play important roles in many fields of economics including tax policy, environmental regulation, international trade, and economic development. The intermediate microeconomics classroom has not kept pace with these trends, however. Microeconomics textbooks primarily focus on the insights that can be drawn from the…
Descriptors: Economic Development, Microeconomics, Computer Simulation, Economics Education
Meaney, Tamsin; Flett, Kirsten – Australian Mathematics Teacher, 2006
Reading in mathematics classrooms needs to be an active part of the learning process. If it continues to be viewed as a passive way to gain information, then its benefit to the learning process will also continue to be under-utilised. The "Read--Think--Do (x2)" model, designed by these authors and described in this article, can be a support to…
Descriptors: Mathematics Instruction, Learning Processes, Reading, Mathematical Concepts

Greenes, Carole – Journal of Education, 1995
Introduces the constructivist theory of mathematical learning, and illustrates its application in a curriculum focusing on fundamental concepts. How knowledge is constructed, how concepts mature, and what it means to learn and to know mathematics are presented. Pedagogical implications of adopting a constructivist perspective on knowledge and…
Descriptors: Cognitive Development, Cognitive Processes, Concept Teaching, Constructivism (Learning)