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Download full textHaider, Hilde; Eichler, Alexandra; Hansen, Sonja; Vaterrodt, Bianca; Gaschler, Robert; Frensch, Peter A. – Frontline Learning Research, 2014
One crucial issue in mathematics development is how children come to spontaneously apply arithmetical principles (e.g. commutativity). According to expertise research, well-integrated conceptual and procedural knowledge is required. Here, we report a method composed of two independent tasks that assessed in an unobtrusive manner the spontaneous…
Descriptors: Mathematics, Mathematics Instruction, Grade 2, Grade 3
Direct linkDebnath, Lokenath – International Journal of Mathematical Education in Science and Technology, 2011
This article deals with a brief history of Fibonacci's life and career. It includes Fibonacci's major mathematical discoveries to establish that he was undoubtedly one of the most brilliant mathematicians of the Medieval Period. Special attention is given to the Fibonacci numbers, the golden number and the Lucas numbers and their fundamental…
Descriptors: Mathematics Education, Numbers, Science Education History, Career Development
Depaepe, Fien; De Corte, Erik; Verschaffel, Lieven – Teaching and Teacher Education: An International Journal of Research and Studies, 2010
This contribution reports about a seven-month long video-based study in two regular Flemish sixth-grade mathematics classrooms. The focus is on teachers' approaches towards problem solving. In our analysis we distinguished between a paradigmatic-oriented (focus on the mathematical structure) and a narrative-oriented (focus on the contextual…
Descriptors: Problem Solving, Word Problems (Mathematics), Mathematics Instruction, Teaching Methods
