In a survey, 80 businesses, mostly small, ranked 13 educational attributes expected of college students with a business education. Factor analysis shows four distinct skill areas expected from an ideal business education program: research, interpersonal, basic, and quantitative skills. In general, employers expect to hire well-rounded students,…

Describes an innovative approach, for fourth graders who were reviewing mathematics for the Texas Assessment of Academic Skills (TAAS) test, called the TAAS Olympics. Provides guidelines for the program format, preparation, team creation, and score keeping. Highlights specific skills transferable between the games and test taking. (SD)

Describes a study that investigated the differential effects of Computer Algebra Systems (CAS) and metacognitive training (META) on mathematical reasoning. Participants were 83 Israeli eighth-grade students. Results showed that CAS embedded within META significantly outperformed the META and CAS alone conditions, which in turn significantly…

A computer-delivered problem-solving task based on cognitive research literature was developed and its validity for graduate admissions assessment was studied with 107 undergraduates. Use of the test, which asked examinees to sort word-problem stems by prototypes, was supported by the findings. (SLD)

Proposed is a gradual transition from arithmetic to the idea of an equation with variables in the elementary grades. Vertical and horizontal formats of open sentences, the instructional sequence, vocabulary, and levels of understanding are discussed in this article. (KR)

Investigated were Australian and Papua New Guinean elementary school children's strategies and errors on arithmetic word problems. Reports that (1) the two samples showed similar strategies and similar errors and (2) the main variable determining difficulty was the semantic structure of the questions. (YP)

Describes an action research study that observed the use of Logo by first grade children in public schools. Students' use of screen wraps is highlighted, and learning activities other than programing that resulted are described, including problem solving, acquisition of mathematical concepts and language, peer tutoring, and productive play. (LRW)

This study was designed to: (1) examine modes of representations used by middle school students in a building description task; (2) investigate individual differences in representation mode; and (3) determine the effect of spatial visualization activities on students' preference for mode and success rate. The activities were reported as…

Discusses four activities focusing on communication about shapes and spatial relationships. The activities include requiring students to sketch patterns, and two-dimensional and three-dimensional visualizations. Provides several figures showing the geometric shapes. (YP)

Presents several examples of the iteration method using computer spreadsheets. Examples included are simple iterative sequences and the solution of equations using the Newton-Raphson formula, linear interpolation, and interval bisection. (YP)

Shows step-by-step use of spreadsheets with an example from linear programing using the Simplex method. Describes pivot choosing and partial Gauss-Jordan elimination procedures. (YP)

Discusses some endeavors to alleviate the problems associated with the high school-college interface in Australia. Describes three sources of remedies: high school teachers, high school students, and college students. (YP)

Describes four mathematics teachers' classroom discussions with small groups in their first year secondary (11-12 years old) classrooms. Analyzes interview results from one student in each group. Topic of the classroom was division of fractions. (YP)

This paper describes a computer simulation of Buffon's needle problem. The problem considers the probability that a needle will cross a line when the needle is thrown in a random way onto the parallel lines a certain distance apart. The paper provides the algorithm and computer program. (YP)

This article examines the level of understanding by children (six- to seven-year-olds) of the addition and equality symbols. The article reports that about half of the subjects were unable to write the mathematical expression of simple addition while they were able to do it verbally. (YP)