Despite problem posing's prominence in mathematics education research, its implementation in classrooms is limited. Therefore, teacher educators should incorporate problem posing tasks into preparation programs to help prospective teachers gain confidence in their abilities. One approach to teaching problem posing includes providing examples. The…

Describes a study whose purpose was to develop and validate a set of belief scales for measuring secondary school and college students' beliefs about mathematics as a subject, how mathematics is learned, and mathematical problem solving. Provides an example of the "Indiana Mathematics Belief Scales." (MDH)

Describes the guess-and-check method and discusses the advantages of using computers to apply the methods to solve mathematics problems. Provides two examples that use BASIC programs to illustrate the method. (MDH)

The results of questionnaires given designed to provide information on the effect of student teaching on the attitudes and career interests of secondary mathematics preservice teachers are presented. The recommendations/suggestions obtained from the questionnaires concerning the secondary mathematics and middle school methods courses and a copy of…

This study examined the differences in middle school students' (n=287) perceptions of science activities among three instructional approaches: (1) lecture-worksheet; (2) traditional laboratory; and (3) problem solving. Chi-square analysis of questionnaire responses indicated that, on seven of the eight questions, students responded more positively…

Presents results of 46 randomly selected children's performance measurement and partitive division problems when remainders are zero, nonzero but not used in the solution, and nonzero and used in the solution. Results indicate that children demonstrate an understanding of division prior to formal instruction. (MDH)