Statistics has been a content domain in the mathematics curriculum for decades. However, statistics is a distinct discipline from mathematics and there are important differences in how one should teach the two disciplines. In this article, the authors consider how these differences can inform an adaptation to the 5 Practices for Orchestrating…

This paper is written to provide ideas and guide faculty who want to design a mathematical modeling course for undergraduate mathematics majors and minors. We discuss course goals, assignments, and projects that can be used to help students gain experience relevant for careers and mathematical modeling opportunities. The authors designed this…

Curriculum standards provide classroom teachers with frameworks to guide instruction during the academic year and throughout a student's schooling. Unfortunately, standards are misconstrued as all-encompassing--as a compendium of all mathematics content that can and should be taught to students. Such a view is unfortunate. Mathematics teachers…

Have your students ever wondered what NASA scientists do? Have they asked you what their science and mathematics lessons have to do with the real world? This unit about Earth's atmosphere can help to answer both of those questions. The unit described here showcases "content specific integration" of science and mathematics in that the lessons meet…

After-school programs specifically designed to improve students' mathematics achievement in collaboration with classroom teachers' planning and in class daily instruction have been found to be successful in improving student learning (Hock, Pulvers, Deshler, & Schumaker, 2001). The purpose of this article is to describe the results of an…

Described is the development and implementation of a course on the history of irrational numbers for inservice mathematics teachers in Israel. Some of the materials included in the course are discussed. (RH)

An overview is provided of the current status of technical and vocational mathematics in the two-year college. Section I traces the development of technical math courses and discusses their function in the two-year college curriculum. Section II examines the use of applied math problems appropriate to particular vocational programs as an aid in…

For most first semester students, the definition of a continuous function causes confusion. We discuss a presentation that leaves students with a better intuitive understanding of continuity, as well as an appreciation for the definition. (Contains 3 footnotes.)

The National Council of Teachers of Mathematics' Commission on Standards for School Mathematics was created in 1986 as a vehicle for coalescing current thinking of the profession on content, instructional methodology, and program and student evaluation of school mathematics for K-12. This report is intended as a guideline for development of…

Beyond Crossroads states that mathematics faculty should (a) select technology that is accessible to students enrolled in their distance learning mathematics course, (b) advise students on the expectations of their distance learning mathematics course and orient them to the distance learning environment of their course, (c) provide students with…

Outlines the variety of ways computers can be used in the classroom, computer literacy/awareness objectives, and proposed guidelines for use of computers in mathematics courses. Comments on research with computers, selecting a microcomputer, and software considerations are also provided. (JN)

This Texas Tech University computer literacy course designed for preservice elementary and middle school mathematics teachers lacking a technological orientation facilitates their computer introduction through preliminary use of calculators. Course development, philosophy, and course segments are outlined with emphasis on the sequence in which…

At Raritan Valley Community College (RVCC) in New Jersey, an honors philosophy course was developed which taught mathematics and science concepts independent of computational skill. The course required that students complete a weekly writing assignment designed as a continuous refinement of logical reasoning development. This refinement was…

This paper reviews some of the basic issues and concerns which are reflected in the literature and which either directly or indirectly influenced the development of a syllabus for a mathematics methods course for preservice elementary teachers. These issues include: (1) What should be the content in mathematics for elementary school children? (2)…

Describes the development of a new mathematics course in a school district in Great Britain which was designed for low achieving high school students. Provides the course design including aims, objectives, levels of attainment, and assessment exercises. Discusses the mathematics achievement certificate created as a result of the course. (TW)