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Carrier, Jim – School Science and Mathematics, 2014
For many students, developing mathematical reasoning can prove to be challenging. Such difficulty may be explained by a deficit in the core understanding of many arithmetical concepts taught in early school years. Multiplicative reasoning is one such concept that produces an essential foundation upon which higher-level mathematical thinking skills…
Descriptors: Multiplication, Logical Thinking, Abstract Reasoning, Cognitive Structures
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Mack, Nancy K. – Teaching Children Mathematics, 2011
Exploring number systems of other cultures can be an enjoyable learning experience that enriches students' knowledge of numbers and number systems in important ways. It helps students deepen mental computation fluency, knowledge of place value, and equivalent representations for numbers. This article describes how the author designed her…
Descriptors: Number Systems, Mental Computation, Number Concepts, Learning Experience
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Ketterlin-Geller, Leanne R.; Chard, David J. – Australian Journal of Learning Difficulties, 2011
Developing proficiency in algebra is the focus of instruction in high school mathematics courses and is a minimum expectation for high school completion for all students including those with learning difficulties. However, the foundation for success is laid in grades 4-8 (aged 9-14). In this paper, we assert that students' development of algebraic…
Descriptors: Problem Solving, Number Systems, Numeracy, Grade 4
Carrier, James A. – ProQuest LLC, 2010
Many students encounter difficulty in their transition to advanced mathematical thinking. Such difficulty may be explained by a lack of understanding of many concepts taught in early school years, especially multiplicative reasoning. Advanced mathematical thinking depends on the development of multiplicative reasoning. The purpose of this study…
Descriptors: Formal Operations, Test Items, Number Systems, Grade 4
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Thompson, Patrick W. – Journal for Research in Mathematics Education, 1992
Fourth grade children (n=20) were matched on a pretest and randomly assigned to either a wooden base-10 block or computerized microworld group. Instruction was designed to establish relationships between notation and meaning, extending whole number numeration to decimal numeration. Neither group changed whole-number notational methods nor had…
Descriptors: Cognitive Development, Computer Assisted Instruction, Computer Uses in Education, Decimal Fractions