Discusses two factors to consider in relation to the use of color and the design of computerized instructional materials: the purpose of using color in instruction and how the microcomputer, with its limitations, affects color use. Principles for the use of color are suggested. (Author/MBR)

Suggestions for using microcomputers in statistics instruction are described, with programs that a seven-year-old could write using LOGO. (MNS)

Art educators can use computers as an instructional aid, as a managerial aid, and as a tool for creating new art forms. To encourage the greater use of computers in art education, teachers should form art computer committees. The role of this committee is discussed. (RM)

Summarizes 13 papers presented at the Fourth Biennial Conference on Chemical Education that dealt with computer-assisted tutorial and graphical instruction of chemistry. (MLH)

Reviewed are recent developments and projects concerned with the utilization of computer graphic terminals in computer assisted instruction of undergraduate level physics. Programs at the University of California, Irvine, University of Illinois, and Dartmouth are reviewed. (SL)

Elements of computer use in teaching are explored. They include equipment expense; availability of quality software; development of interactive instruction; use of graphics, color, flashing, and sound; learner response; and feedback. (CT)

This discussion of the impact of computers on education focuses on microcomputer developments since 1975, the advantages of microcomputers over other computers, some innovative computer based activities in the United States, and the principal inhibitors to effective use of computers in schools. Four references are listed. (CHC)

Traces the evolution of graphics in computer assisted learning (CAL), discusses different classes of graphics terminals as they relate to the desirable requirements of a student terminal, and draws conclusions about the growth of graphics in CAL. A bibliography of 13 items is included. (CHC)

Describes LOGO's turtle graphics capabilities based on a sixth-grade classroom's activities with negative numbers and Logo programming. A sidebar explains LOGO and offers suggestions to teachers for using LOGO effectively. (LRW)

Discusses the use of an optional computer graphics laboratory that has been successful with at-risk elementary school students. The role of art with at-risk students is discussed, laboratory facilities are described, the interaction of students from different grade levels is discussed, and program effectiveness is assessed. (three references) (LRW)

Discusses the use of computer graphics in the teaching of geometry. Describes five types of geometry: Euclidean geometry, transformation geometry, coordinate geometry, three-dimensional geometry, and geometry of convex sets. (YP)

Describes ways computers are used in the art education program of one elementary school. Illustrates how computers become centers where students learn to use the computer as a tool with which to experiment and make choices. The results of these experiments are then applied to their art work. (KO)

Describes two Computer Illustrated Texts (CITs) used to teach numerical methods. The integration of textbooks and microcomputers is discussed, three worksheets are included that contain exercises using the CITs, and results of a study of the effectiveness of using the CITs in a university course are presented. (three references) (LRW)

Describes a graphical method of approximating roots of complex functions that uses the multicolor display capabilities of microcomputers. Theorems and proofs are presented that illustrate the method, and uses in undergraduate mathematics courses are suggested, including numerical analysis and complex variables. (six references) (LRW)

Investigates the mathematical behavior of 30 college students in a problem situation that requires them to find the inverse of a given compound element in an environment of LOGO turtle graphics. Results from interviews indicate that, in searching for the inverse, students tend to invert the elements but not the order. (MDH)