Typical difficulties involved in solving combinatorial problems are examined and seven common pitfalls are discussed. (MP)

An account is given of the introduction of multiple-choice and other forms of objective testing into the assessment of a first-year university elementary analysis class. (MP)

Suggests a theoretical framework to address some phenomena of mathematical behavior. Defines the terms "pseudo-conceptual" and "pseudo-analytical" and analyzes examples from classrooms, exams, and homework within the framework. (Author/AIM)

Focuses on culture examined in the unique context of South Africa. Makes visible both conceptual difficulties in its formulation and also difficulties with respect to its interpretation into educational practice. Also explores a critique of ethnomathematics using the South African situation and conceptual tools of a critical mathematics education.…

Describes how elementary linear algebra can be taught successfully while introducing students to the concept and practice of mathematical proof. Suggests exploring the concept of solvability of linear systems first via the row echelon form (REF). (Author/KHR)

Surveys the use of poster sessions with undergraduates in a mathematical modeling course, outlines the rationale for using posters with mathematics students, and describes experiences and proposes criteria to use in the assessment of student posters. (12 references) (Author/MKR)

Based on the premise that body experiences interfere inconveniently with scientific ideas in mechanics instruction. Suggests that learning processes start with body experiences and, with guidance, transform them into something scientific. Discusses this process for the static and kinetic aspects of force and for measurement. (MDH)