A point-by-point criticism is made of F. H. Flynn's article, The Case for Homogeneous Sets in Mathematics'' (Mathematics in School, Volume 1 Number 2, 1972) in an attempt to show that the arguments used in trying to justify homogeneous grouping in mathematics are invalid. (Editor/DT)

Discusses research on cooperative learning groups and concludes that cooperative groups should often be homogeneous. (15 references) (MKR)

Many students, and a particularly high proportion of females, do not study mathematics beyond minimum high school requirements. Research indicates that segregation of mathematics classes may help reduce the incidence of female students dropping out of that subject. To improve female students' attitudes toward mathematics and to increase the…

To improve female students' attitudes toward mathematics and to increase the enrollment of females in upper level mathematics courses, students enrolled in grade 10, 11, and 12 at A. Y. Jackson Secondary School were placed in sex-segregated math classes. This study focused on four main areas: attitudes, achievement, enrollment, and perceptions of…

A great number of students, and a particularly high proportion of females, do not study mathematics beyond minimum high school requirements. Research indicates that segregation of mathematics classes may help reduce the incidence of female students dropping out of that subject. In an attempt to redress this situation, A. Y. Jackson Secondary…

This curriculum guide is intended to assist educators to maximize the performance of gifted students and others in required subject areas and is keyed to initiatives of the Kansas State Board of Education (KSBE). Part 1, the introduction, describes the guide's development, states the guide's purpose, specifies the students to be served, and…