Explains how optimal control problems can be solved with a spreadsheet, such as Microsoft Excel. Suggests the method can be used by students, teachers, and researchers as a tool to find numerical solutions for optimal control problems. Provides several examples that range from simple to advanced. (JEH)

Explores ways in which various technologies can be integrated to teach the transformation of graphs in an interactive and dynamic way. Discusses how the use of graphic calculators, a spreadsheet, graph plotter, presentation package, and an interactive whiteboard can be combined to give students the opportunity to investigate, understand, and have…

Examines the place of mental models in the process of knowledge construction, particularly by the relationship between mental models and computer models in that process. Analyzes and discusses children's use of spreadsheets to build their own computer models. Suggests that the process of building models on a computer may provide direct support to…

This study proposes a model for training inservice science teachers to teach with electronic spreadsheets. A case study in which this model was implemented by 16 biology teachers during a training period and 3 teachers during an induction period is described. (LZ)

Discusses the use of technology to investigate what graphs represent as well as how to interpret graphs. (MKR)

Creating a stock market simulation for the classroom computer reinforces math skills and can help students gain a good sense of how current events affect the economy, how to manage money and understand profit and loss, and how to use spreadsheet software. (IAH)

A profile of information technologies in secondary schools developed through interviews with 66 business educators found that word processing, database management, and spreadsheets are most frequently taught. Most respondents felt that the business education department should be in charge of teaching such technologies. (SK)

Presents two elementary level activities designed to make math more meaningful with the help of technology. One activity involves learning about banking using computer spreadsheets and stock programs; the other uses computers and calculators to help students integrate mathematics into the study of world cultures. (SM)

Presents suggestions for helping students learn about probability using coins and a simple spreadsheet. The article details how to brainstorm, gather the necessary data, prepare the spreadsheet, learn from the data, and extend the learning. (SM)

Spreadsheets have become popular tools for exploring mathematical patterns and building conceptual understanding of variables and functional relationships. Presents examples of students' work to illustrate multiple paths of inquiry, generalization, and mathematical reasoning. Supports effective investigation of patterns and functions for students…

States that thinking about numerical procedures starts in the elementary grades and continues in successive grades until students can eventually express and reflect on the procedures using algebraic symbolism. Outlines how such thinking can progress to algebraic reasoning. Illustrates how computers can be used to promote this progression through…

Most teachers face the challenge of bringing technology into classrooms with only one computer. This article describes how one computer can serve the needs of many students: connecting it to a TV or projection device to display agendas, Web sites, microscope slides and other scientific instruments, and spreadsheets; tabulate data; deliver…

Discusses reasons for using spreadsheets in science teaching. Presents a list of possible applications together with examples of these from very simple to more complex uses including animation of dynamic systems. Also provides a list of references for materials for beginners and more advanced users. Contains 12 references. (Author/ASK)

Presents a method for using spreadsheets to model special relativistic phenomena based on the connection between electric and magnetic fields in special relativity. Uses the time dilation equation to carry out transformations between reference frames that show the connection between the fields quantitatively. (DDR)

Describes how third grade students worked together to investigate relationships between fractions and percents using a spreadsheet tool. Highlights a dynamic classroom environment in which students and teachers work together as a community to learn and do mathematics. (ASK)