This twelfth grade diploma examination is written in both French and English. The test consists of 52 multiple-choice items and three written response questions. Two and one-half hours are provided for taking the test; approved calculators may be used. The test content covers a wide range of mathematical topics including: geometry; trigonometry;…

Using items from the Second International Study of Mathematics (1984) and the "effective teaching" literature, this study found differences between Tokyo and Hawaii junior high school teachers in terms of background, instructional behavior, teaching load, use of time, emphasis of objectives, and use of calculators. Hawaii teachers spent…

The North Carolina End-of-Course Testing Program was established to provide student, school, and school system information about achievement in high school courses. The 59,723 students who took the Algebra I End-of-Course Test in 1987-88 were a subgroup of the school population in the eighth through twelfth grades. The proportion of students…

This guide for teachers in the Houston schools provides plans for teaching over 80 objectives in the mathematics program for grade 7. For each lesson, the objectives are specified, teaching activities are given, and supplementary materials are listed. Practice exercises, answer keys, and mathematical background comprise the bulk of the guide, and…

This catalog describes exemplary mathematics programs across six southeastern states. The program title, site, content focus, grade level, achievement levels, program description, and address for contact are summarized for each program. The programs were identified through a literature search and through recommendations from mathematics experts.…

The "General Mathematics" series contains six modules, intended to help students become more competent with basic mathematics. The Measurements module is designed to allow students to build or increase their level of understanding of measurements. The module helps students develop those skills necessary to successfully understand and use basic…

Computer graphing makes it easier for students and teachers to create and manipulate graphs. Scale issues are nearly unavoidable in the computer context. In interviews and protocol analysis with six students from grade 8, and 12 students from grades 11 and 12, it became apparent that some aspects of scale are clearly understood very early while…

This paper reports on a study of the spread of an educational innovation that used computer technology and software called "Geometric Supposers" to integrate inductive reasoning into geometry courses in three high schools. The study documented the efforts of teachers, who had worked with this innovation during the previous year, to…

Proof-writing is probably one of the most difficult skills for students to master in geometry. This may be due to the fact that students are not being taught the critical thinking skills necessary for proof-writing. The purpose of this paper is to illustrate how the ReQuest method can be used in the geometry classroom to improve students' question…

Secondary school geometry students have been found to have misconceptions concerning parallel lines. Correctional teaching programs did not seem effective in changing these misconceptions. This research describes an attempt to use teaching strategies which take into account current learning theory and which encourages students to be actively…

This document contains a set of standards for mathematics curricula in North American schools (K-12) and for evaluating the quality of both the curriculum and student achievement. In the introduction, the background, need, and overview of these standards are described. A total of 54 standards are divided into four categories: (1) "Curriculum…

This study is a systematic investigation of female participation in mathematics and science classes in New York City schools. Six major findings reported include: (1) young women's low levels of participation in mathematics and science reflect the overall low levels of participation and reveal lack of attention to excellence in mathematics and…

These materials are intended to provide meaningful mathematical experiences for pre-algebra students. These experiences emphasize the development of computational skills, mathematical concepts, and problem-solving techniques. This bulletin may be used as the basis for the second term of a one-year course, or for the second year of a two-year…

Weaknesses in educational software currently available in the domain of mathematics are discussed. A technique that was used for the design and production of mathematics software aimed at improving problem-solving skills which combines sound pedagogy and innovative programming is presented. To illustrate the design portion of this technique, a…

Thinking Approach to Problem Solving (TAPS) is a decision-making model that will assist students, kindergarten through grade eight, to decide on the choice of operation in routine mathematical word problems. The TAPS algorithm, or plan, suggests that students read a word problem, determine the question to be answered in the problem, use concrete…