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Wohak, Kirsten; Frank, Martin – Teaching Mathematics and Its Applications, 2022
Undeniably omnipresent in our everyday lives, electronic signal compression is a classical example that illustrates the ubiquity of mathematics in high-end technology and sciences. When dealing with piles of files, it is essential that each file takes up as little storage space as possible while maintaining quality. The cloud-based--available…
Descriptors: High School Students, Acoustics, Algebra, Mathematics Instruction
Albarracín, Lluís; Gorgorió, Núria – Teaching Mathematics and Its Applications, 2015
Fermi problems are problems which, due to their difficulty, can be satisfactorily solved by being broken down into smaller pieces that are solved separately. In this article, we present different sequences of activities involving Fermi problems that can be carried out in Secondary School classes. The aim of these activities is to discuss…
Descriptors: Secondary School Mathematics, Mathematics Instruction, Mathematical Models, Mathematical Concepts

Lawson, D. A.; Tabor, J. H. – Teaching Mathematics and Its Applications, 2001
Explores the derivation of empirical models for the stopping distance of a car being driven at a range of speeds. Indicates that the calculation of stopping distances makes an excellent example of empirical modeling because it is a situation that is readily understood and particularly relevant to many first-year undergraduates who are learning or…
Descriptors: Mathematical Models, Mathematics Activities, Mathematics Instruction, Motion

Fletcher, Mike; Mooney, Claire – Teaching Mathematics and Its Applications, 2001
Observes the application of probability theory to a game between two players. Shows how basic techniques such as tree diagrams can be used to demonstrate optimum strategies, how the art of bluffing can be quantified, and how this might be applied to a game of poker. (Author/ASK)
Descriptors: Game Theory, Games, Mathematical Models, Mathematics Activities

Jahnke, Thomas; Hamson, Mike – Teaching Mathematics and Its Applications, 1999
Investigates the basic mechanics of cycling with a simple reckoning of how much effort is needed from the cyclist. The work done by the cyclist is quantified when the ride is on the flat and also when pedaling uphill. Proves that by making use of the available gears on a mountain bike, cycling uphill can be accomplished without pain. (Author/ASK)
Descriptors: Bicycling, Geometric Concepts, Mathematical Applications, Mathematics Activities

Jahnke, Thomas; Hamson, Mike – Teaching Mathematics and Its Applications, 1999
Examines the gear system of a mountain bike to discover any redundancy in the many gear settings available to the cyclist. Suggests a best strategy for changing up through the gears on a typical 21-gear system and an adjustment to the available gears that would result in a smoother change. (Author/ASK)
Descriptors: Bicycling, Geometric Concepts, Mathematical Applications, Mathematics Activities

Oldknow, Adrian – Teaching Mathematics and Its Applications, 2000
Presents activities to model dynamic systems using graphing calculators and calculator based laboratories. (Author/ASK)
Descriptors: Differential Equations, Educational Technology, Graphing Calculators, Mathematical Applications