Faculty of the New York University School of Education, Health, Nursing, and Arts Professions describe curricular changes since World War II in subjects that have traditionally been included in high school studies: English, math, social studies, science, the arts, and foreign languages. (Editor)

Discusses the relationship between mathematics and science teaching on both the national and local school levels in the United Kingdom. The extent of cooperation between mathematics and science teachers in secondary schools is also discussed. (HM)

Describes software that is effective in helping high school students learn mathematics. Discusses how to focus lessons, including graphics, for whole-group instruction; and have student practice skills with partners and explore ideas individually or with partners. (LRW)

The Triple Representation Model of problem solving is presented. The use of microcomputers in this problem-solving environment is discussed, and examples are provided. The integration of this method into the mathematics curriculum is described. (CW)

Described is a learning activity which incorporates computer programing and the teaching of arrays. Using the newspaper as a source for ideas for programing assignments and classroom examples is emphasized. (KR)

Examines questions raised by the Algebra Project relating to sociocultural contexts in which mathematical learning takes place and the contribution of social processes to the construction of mathematical knowledge. Finds that the project goal of improving minority student prospects in advanced mathematics and science is measurable and well worth…

Describes the success of the Escalante Math Program in East Los Angeles in teaching mathematics to poor minority students. Fundamental principles of the program include the following: (1) accountability; (2) hard work; (3) demand; (4) love; (5) parental involvement; (6) respect and values; (7) nutrition; and (8) drug use prevention. Discusses…

Described is a short program for teaching and learning about geometric transformations. The integration of geometry problem solving and BASIC programing is discussed. Applications of computer graphics are illustrated. (CW)

Presented are some current facts about symbol manipulators and their relation to high school mathematics. The development of computer algebra systems is discussed. Five areas of computer algebra needing investigation (skill proficiency, understanding, curriculum content, student homework, and equity) are identified. (MVL)

Describes a study to determine if a school district implementing an unfamiliar curricular change completed the same tasks as those using a model developed by Bishop. Reports that the district was more task oriented when confronted with an unfamiliar curricular change than previously reported. (MVL)

Describes the preparation of preservice secondary mathematics teachers in the uses and implications of classroom technology. Presents four areas of technology: (1) programing; (2) utility programs; (3) calculators; and (4) implementation of instructional software and communication packages. (Author/YP)

Investigates gender differences and the role of spatial visualization in problem solving in high school geometry. Reports that, whereas males and females differed in spatial visualization and in their performance, they did not differ in logical reasoning ability or in their use of geometric problem-solving strategies. (Author)

Investigates the development of concepts and processes associated with computational estimation. Twelve students at each of grades three, five, seven, and nine were interviewed. The older children understood better than the younger children what was asked but were uncomfortable with estimation processes and outcomes. (Author/YP)

Examined are gender differences across the mathematics curriculum related to various topic areas and mathematical abilities. It was found that boys performed better than girls in geometry and excelled in comprehension, and solving routine and non-routine problems while girls were better at mathematical manipulation problems. (Author/MVL)

Discusses the use of the computer to encourage a versatile approach to learning involving both symbolic/logical and visual/holistic types of mental activity. Provides experimental data showing the effect of an enhanced Socratic mode of teaching. (YP)