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Broekman, Harrie; Hoffmann, Agata – Mathematics Teaching, 2002
One of the workshops at the 10th SNM Stowarzyszenie Nauczcieli Matematyki (SNM) conference was entitled: Do we really need algebra? The workshop members were given several problems to consider. By doing these problems and reflecting on them the participants explored some important aspects of the question posed. Moreover they became aware of a…
Descriptors: Algebra, Mathematics Education, Secondary Education, Teaching Methods
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Sinwell, Benjamin – Mathematics Teacher, 2004
The Chebyshev polynomials named after a Russian mathematician, Pafnuty Lvovich Chebyshev, have various mathematical applications. A process for obtaining Chebyshev polynomials, and a mathematical inquiry into the patterns they generate, is presented.
Descriptors: Mathematical Applications, Mathematics Instruction, Algebra, Mathematical Formulas
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Sriraman, Bharath – Mathematics Teacher, 2004
An attempt to implement problem solving as a teacher of ninth grade algebra is described. The problems selected were not general ones, they involved combinations and represented various situations and were more complex which lead to the discovery of Steiner triple systems.
Descriptors: Grade 9, Problem Solving, Mathematics Instruction, Teaching Methods
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Brown, Betty – Mathematics Teacher, 2005
Participants at the Summer Institute Pattern Exploration: Integration Math and Science in the Middle Grades used and developed a method treat arithmetic, algebra and geometry as one entity. The use of iterative geometric constructions is seen to reinforce the concepts of exponents, ratios and algebraic expressions for the nth stage of the…
Descriptors: Mathematics Activities, Geometric Concepts, Algebra, Arithmetic
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Wood, Eric – Australian Senior Mathematics Journal, 2005
In addition to looking for applications that can be profitably examined algebraically, numerically and geometrically it is also helpful to use ideas that typical students might find interesting. Most secondary students are eager to obtain their driving license and part of becoming a good driver is understanding how long it takes to stop your…
Descriptors: Mathematical Applications, Secondary Education, Reaction Time, Algebra
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McCoy, Leah P. – Journal of Educational Research, 2005
The author examined the effect of demographic variables and attitudes on achievement of 8th-grade algebra students. Participants (N = 107) in 4 classes completed a questionnaire that determined demographic characteristics. They also completed attitude scales at the beginning and end of the school year. Dependent measures were the North Carolina…
Descriptors: Statistical Analysis, Mathematics Tests, Teacher Effectiveness, Algebra
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Xu, Junqin; Zhao, Likuan – International Journal of Mathematical Education in Science & Technology, 2006
Eigenvalue is an important concept in Linear Algebra. It is well known that the eigenvectors corresponding to different eigenvalues of a square matrix are linear independent. In most of the existing textbooks, this result is proven using mathematical induction. In this note, a new proof using Vandermonde determinant is given. It is shown that this…
Descriptors: Mathematical Concepts, Algebra, Mathematical Logic, Mathematics Education
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Dongsheng, Zhao; Yeong, Lee Tuo; Seng, Lee Cho; Fwe, Yap Sook – International Journal of Mathematical Education in Science and Technology, 2002
The matrix diagonalization method is used to solve a limit problem.
Descriptors: Matrices, Mathematics Instruction, Computation, Algebra
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Fava, N. A.; Molter, U. – International Journal of Mathematical Education in Science and Technology, 2002
It is shown that the symbols for the fundamental units of mechanics, namely length, time and mass, are capable of a meaningful interpretation as positive real parameters. Then a suitable parameter domain allows one to take the derived units into account. The formal manipulations usually carried out with symbols of physical quantities, involving…
Descriptors: Measurement, Mechanics (Physics), Symbols (Mathematics), Algebra
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Trenkler, Gotz – International Journal of Mathematical Education in Science and Technology, 2002
In this note it is shown that the Moore-Penrose inverse of real 3 x 3 matrices can be expressed in terms of the vector product of their columns. Moreover, a simple formula of a generalized inverse is presented, which also involves the vector product.
Descriptors: Matrices, Mathematics Instruction, Generalization, Equations (Mathematics)
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Fernandez, Maria L. – Mathematics Teacher, 2006
This article describes technology-based tasks to enhance students' understanding of functions within a framework for thinking about students' development of knowledge.
Descriptors: Mathematics Instruction, Teaching Methods, Educational Technology, Motion
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Braza, Peter A. – International Journal of Mathematical Education in Science & Technology, 2006
Accurate and accessible expressions for the probability of having a matching birthday are obtained by using Stirling's formula and Taylor series. For interest, the results are applied to the planets of our solar system.
Descriptors: Probability, Astronomy, Problem Solving, Computation
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Bhowmik, Jahar L. – International Journal of Mathematical Education in Science & Technology, 2006
This note presents a brief and partial review of the work of Broom, Cannings and Vickers [1]. It also presents some simple examples of an extension of the their formalism to non-symmetric matrices. (Contains 1 figure.)
Descriptors: Algebra, Geometry, Mathematical Logic, Matrices
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What Works Clearinghouse, 2005
This report reviews a study of the effects of "Saxon Algebra 1/2" on the mathematics achievement of 8th-grade students and a comparison of textbook content between the intervention and comparison curricula (Crawford & Raia, 1986). Crawford and Raia conducted three analyses with different subsets of the overall sample, but only one…
Descriptors: Textbook Content, Intervention, Elementary Secondary Education, Algebra
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Buerman, Margaret – Mathematics Teaching in the Middle School, 2007
Finding real-world examples for middle school algebra classes can be difficult but not impossible. As we strive to accomplish teaching our students how to solve and graph equations, we neglect to teach the big ideas of algebra. One of those big ideas is functions. This article gives three examples of functions that are found in Arches National…
Descriptors: Parks, Algebra, Mathematics Instruction, Problem Solving
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