In the past, algorithm animation has yielded mixed results as a teaching tool in computer science. This article presents a study in which undergraduates at George Washington University (DC) viewed algorithm animations and then programmed the same algorithms. Results suggest that combing the two is an effective way to use animation and to produce…

Describes activities that demonstrate the relationship of mathematics and science and their use in solving real-world problems like solid waste disposal. (JRH)

Connections between science and mathematics are emphasized in a series of activities related to the heart. Worksheets designed for multiple grade levels investigate (1) How Big Is Your Heart? (levels K-2); (2) Every Beat of Your Heart (levels 3-4); (3) What's the Beat? (level 5-6), and Heartifacts (level 7-8). Extensions of the activities are…

Presents a simple mathematical model in which resultant speed is the sum or difference between wind speed and runner speed and a more complex model that assumes that only a proportion of the wind's speed affects one's running speed to describe the time difference between running with and without wind. (MDH)

Discusses a problem in which students are asked to determine a way of cutting the corners off different denominations of paper currency enabling visually impaired individuals to distinguish between the bills with the condition that further cuts will not increase the value of the bills. Reconstructs a solution from classroom experiences. (MDH)

Presents four stoichiometric problems and their solutions that use spot metal prices quoted from the newspaper to integrate economics and chemistry. (MDH)

Presents a class activity in which students use trigonometry to calculate the height attained by a water rocket. Provides a lesson plan that includes a list of materials needed, procedures to carry out the experiment, suggestions to extend the activity, and a reproducible worksheet for the students to register their calculations. (MDH)

Describes a contest where sixth-grade students observe the results of a week of planning, folding, testing, and comparing their best paper frog designs and hopping techniques. This integrated unit helps children unleash their imaginations and develop problem-solving skills. (PR)

This document suggests a systematic approach to the development of appropriate applied basic skills instructional materials. It is part of BASICS, a set of integrated materials developed to assist teachers, counselors, and administrators in bridging vocational and academic skills. Section 1 discusses the prerequisites to development of materials.…

This paper reports on one dimension of a longitudinal study that researched the impact on student creativity of a unique intervention program for elementary (year 6 and year 7) students. The intervention was based on the Australian National Profile and Statement for the curriculum area of Technology. The intervention program comprised…

Describes interdisciplinary activities with real-world applications ranging from science to mathematics to technology. Cites the study and construction of model bridges as a way for students to learn about engineering concepts and some of their relationships. States that the exercise enhanced teacher cooperation between the different fields. (RT)

Exponential growth is examined through an example describing the number pattern formed by postage stamp issuance. Number tables and graphs are used to discover the functional relationship between the number of new stamps issued and time. (MDH)

A case study is presented of a science class for 10 underachieving gifted intermediate grade students. The paper describes how a focus on overcoming underachievement might conflict with the need for active, hands-on science activities. Suggestions are offered for integrating the goals of raising self-concept while developing skills of inquiry and…

Presents three stories from mathematics history that can be integrated into classroom teaching: (1) the account of how Eratosthenes measured the circumference of the earth to discuss the concept of units in measurement, (2) ideas from Archimedes, Vite, and Descartes to introduce pi, and (3) the discovery of the Cardanic formula as an example of…

Describes activities in which students use mathematics, writing, and drawing to explore the "My Travels with Gulliver" curriculum unit. Discusses seven suggestions for developing activities to incorporate literature into mathematics classes. (MDH)