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Park, Joonhyeong; Song, Jinwoong – Research in Science Education, 2020
In the process of problem solving, intuitive thinking leads to findings that go beyond gaps and plays a decisive role in problem solving. Considering that problems often need to be solved in groups rather than by individuals, it is necessary to examine how intuitive thinking expressed by individuals is shared and elaborated among peers in a group…
Descriptors: Elementary School Students, Grade 5, Grade 6, Intuition
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Hodges, Thomas E.; Johnson, Malisa; Roy, George J. – Teaching Children Mathematics, 2017
Children's intuitive understandings of mathematical ideas--both correct, generalizable strategies alongside misconceptions--showcase the complexity of their thinking. However, recognizing children as complex thinkers is one thing but it is another thing altogether to leverage their ideas to plan for and carry out mathematics instruction. The…
Descriptors: Grade 4, Elementary School Students, Elementary School Mathematics, Mathematics Instruction
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Boyer, Ty W.; Levine, Susan C. – Developmental Psychology, 2015
Recent studies reveal that children can solve proportional reasoning problems presented with continuous amounts that enable intuitive strategies by around 6 years of age but have difficulties with problems presented with discrete units that tend to elicit explicit count-and-match strategies until at least 10 years of age. The current study tests…
Descriptors: Logical Thinking, Problem Solving, Intuition, Kindergarten
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Frizlar, Torsten; Rink, Roland – North American Chapter of the International Group for the Psychology of Mathematics Education, 2014
We encounter ratios on a daily basis. They also play an important role as a basic construct of thinking in many areas of school mathematics. For example, a fraction can be interpreted as the ratio of a part to the respective whole. Many children appear to have difficulties with fractions and although the concept of ratios is crucial for this…
Descriptors: Mathematical Concepts, Elementary School Students, Intuition, Fractions
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Obersteiner, Andreas; Bernhard, Matthias; Reiss, Kristina – ZDM: The International Journal on Mathematics Education, 2015
Understanding contingency table analysis is a facet of mathematical competence in the domain of data and probability. Previous studies have shown that even young children are able to solve specific contingency table problems, but apply a variety of strategies that are actually invalid. The purpose of this paper is to describe primary school…
Descriptors: Inhibition, Intuition, Mathematics Instruction, Mathematics Skills
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Sumarto, Sylvana Novilia; van Galen, Frans; Zulkardi, H.; Darmawijoyo, D. – International Education Studies, 2014
In Indonesia, proportion is being taught formally in Grade 5 (10-11 years old). However, the existing learning approach does not support the development of the students' proportional reasoning. The way to teach proportion by giving cross multiplication is not meaningful for the students. They just memorize the procedure without understanding how…
Descriptors: Foreign Countries, Logical Thinking, Intuition, Grade 4
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Adams, Deanne M.; Pilegard, Celeste; Mayer, Richard E. – Journal of Educational Computing Research, 2016
Learning physics often requires overcoming common misconceptions based on naïve interpretations of observations in the everyday world. One proposed way to help learners build appropriate physics intuitions is to expose them to computer simulations in which motion is based on Newtonian principles. In addition, playing video games that require…
Descriptors: Video Games, Teaching Methods, Technology Uses in Education, Simulated Environment