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Peer reviewedBartlett, Albert A. – Physics Teacher, 1994
Attempts to determine, using estimations and current power-law relationships, whether a newspaper report concerning the statement that a single 40,000-kg truck does as much damage to the highway as 9,600 cars is true. Provides a mathematical and graphical possible solution. (MVL)
Descriptors: Estimation (Mathematics), Graphs, Higher Education, Mathematical Applications
Peer reviewedBooth, L. – Mathematics in School, 1981
Differing treatments of graphs in mathematics and science are discussed. A teaching sequence to develop contrasts between real and ideal data is suggested. (MP)
Descriptors: Elementary Secondary Education, Graphs, Mathematical Applications, Mathematical Concepts
Peer reviewedPhilip, G. M.; Watson, D. F. – Journal of Geological Education, 1989
Uses the process of normalization in the Cartesian coordinate system which entails radial projection onto a transect to compare different compositions of minerals. Warns that the ternary diagram should not be used as a framework for calculations. (MVL)
Descriptors: College Science, Geology, Geometric Constructions, Graphs
PDF pending restorationCohen, Simon – 1979
Models of the motion of an object through space are discussed. The material begins with the simplest view possible in which gravity is the only force examined. Discussion progresses to an examination of the drag force, which is the resistive air force of the wind. Suggestions for further improvements are made at the conclusion of the presentation.…
Descriptors: College Mathematics, Engineering, Graphs, Higher Education
Peer reviewedHansen, Peter J.; Jurs, Peter C. – Journal of Chemical Education, 1988
Explores graph theory and use of topological indices to predict boiling points. Lists three indices: Wiener Number, Randic Branching Index and Molecular Connectivity, and Molecular Identification numbers. Warns of inadequacies with stereochemistry. (ML)
Descriptors: Chemical Nomenclature, Chemistry, College Science, Graduate Study
Peer reviewedRichardson, W. S.; Teggins, J. E. – Journal of Chemical Education, 1988
Provides a first experiment for college chemistry that provides insights into scientific procedures without presupposing any detailed knowledge of chemistry on the part of the student. Requires the student to measure successive masses and volumes and use these values to determine the density from the slope of the graph. (MVL)
Descriptors: Chemical Analysis, Chemistry, College Science, Density (Matter)
Peer reviewedHansen, Peter J.; Jurs, Peter C. – Journal of Chemical Education, 1988
Discusses the use of graph theory to aid in the depiction of organic molecular structures. Gives a historical perspective of graph theory and explains graph theory terminology with organic examples. Lists applications of graph theory to current research projects. (ML)
Descriptors: Chemical Nomenclature, Chemistry, College Science, Graduate Study


