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Hinton, Vanessa; Strozier, Shaunita D.; Flores, Margaret M. – Online Submission, 2014
It is incredibly important for students who are at-risk for mathematics failure or who have a disability which hinders mathematical performance to improve in their mathematical achievement. One way to improve mathematical achievement is through building fluency in mathematics. Fluency in mathematics is the ability to solve problems automatically…
Descriptors: Mathematics Education, Numeracy, At Risk Students, Academic Failure
McDonald, Betty – Online Submission, 2011
This article seeks to address a common problem that many Mathematics students have with directed numbers. Directed numbers are either positive or negative. More importantly, many students seem to think that directed numbers have no tangible significance in real life. The paper uses a student-made manipulative to encourage students to appreciate…
Descriptors: Numbers, Number Concepts, Teaching Methods, Mathematics
Solovieva, Yulia; Quintanar, Luis; Ortiz, Gerardo – Online Submission, 2012
The initial formation of number concept represents one of the essential aspects of learning mathematics at the primary school. Children commonly show strong difficulties and absence of comprehension of symbolic and abstract nature of concept of number. The objective of the present study was to show the effectiveness of original method for…
Descriptors: Number Concepts, Control Groups, Experimental Groups, Mexicans
Tsao, Yea-Ling; Lin, Yi-Chung – Online Submission, 2012
The goal of this study was to investigate understanding of in-service elementary school teachers in Taiwan about number sense, teaching strategies of number sense and the development of number sense of students. Data were gathered through interviews of nine elementary mathematics teachers, regarding their understanding about number sense. The data…
Descriptors: Foreign Countries, Number Concepts, Mathematics Teachers, Elementary School Teachers
McLoughlin, M. Padraig M. M. – Online Submission, 2008
The author of this paper submits that a mathematics student needs to learn to conjecture and prove or disprove said conjecture. Ergo, the purpose of the paper is to submit the thesis that learning requires doing; only through inquiry is learning achieved, and hence this paper proposes a programme of use of a modified Moore method in a Bridge to…
Descriptors: Mathematics Education, Mathematical Models, Number Concepts, Calculus