Research on direct instruction in mathematics is briefly summarized, with key procedures listed. (MNS)

Research on students' attainment on multiplication facts, common errors, and meaningful instruction is briefly cited in this review. (MNS)

Research on computational estimation is presented. Key processes used by good estimators and characteristics of good estimators are included as well as other research findings. (MNS)

Research on homework in mathematics is briefly reviewed, with the conclusion that homework may be useful since it may increase achievement but won't decrease it. Specific suggestion for planning homework are included. (MNS)

Research on the amount of questioning and the types of questions teachers ask are briefly discussed. (MNS)

Research indicates that calculators can promote mathematics achievement. Some topics with which calculators can aid are briefly discussed: problem solving, number ideas, counting, basic facts, and computation with whole numbers and decimals. (MNS)

Research on the use of review is briefly summarized. Some guidelines for planning review work are listed, and five types of effective review are noted: outlines, questions, varied grouping, varied content, and games. (MNS)

Research on the effectiveness of microcomputer software for drill and practice is briefly summarized, as well as research on other ways of using microcomputers. (MNS)

This review of research on secondary school geometry is drawn from the NCTM publication, "Classroom Ideas from Research on Secondary School Mathematics." Considered are the following topics: goals, content, time, textbook use, activity-oriented instruction, teacher communication, homework, student characteristics, proof, problem solving,…

Research on the attitudes of elementary school pupils toward mathematics is briefly summarized. Included are the points that most elementary school children like mathematics and that few differences are found between the attitudes of boys and girls. Some suggestions on what teachers can do to improve attitudes are given. (MNS)

Research on when and how geometric concepts are learned is briefly discussed. Several teaching suggestions are included. (MNS)

A study on the use of individualization using programmed materials with individuals or cooperative learning teams is briefly described, with the findings noted. (MNS)