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Sugden, Steve – International Journal of Mathematical Education in Science and Technology, 2012
We consider a problem appearing in an Australian Mathematics Challenge in 2003. This article considers whether a spreadsheet might be used to model this problem, thus allowing students to explore its structure within the spreadsheet environment. It then goes on to reflect on some general principles of problem decomposition when the final goal is a…
Descriptors: Foreign Countries, Problem Solving, Mathematics Instruction, Spreadsheets
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Bartkovich, Kevin G. – Mathematics Teacher, 2013
The standard for measuring fuel efficiency in the U.S. has been miles per gallon (mpg). However, the Environmental Protection Agency's (EPA) switch in rating fuel efficiency from miles per gallon to gallons per hundred miles with the 2013 model-year cars leads to interesting and relevant mathematics with real-world connections. By modeling…
Descriptors: Efficiency, Fuels, Energy Education, Fuel Consumption
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Van Hecke, Tanja – Teaching Mathematics and Its Applications: An International Journal of the IMA, 2011
This article presents the mathematical approach of the optimal strategy to win the "Release the prisoners" game and the integration of this analysis in a math class. Outline lesson plans at three different levels are given, where simulations are suggested as well as theoretical findings about the probability distribution function and its mean…
Descriptors: Employment Patterns, Probability, Mathematics Instruction, Statistics
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Lo, Jane-Jane; Kratky, James L. – Mathematics Teacher, 2012
Students frequently have difficulty determining whether a given real-life situation is best modeled as a linear relationship or as an exponential relationship. One root of such difficulty is the lack of deep understanding of the very concept of "rate of change." The authors will provide a lesson that allows students to reveal their misconceptions…
Descriptors: Misconceptions, Mathematics Instruction, Concept Teaching, Mathematical Concepts
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Taylor, Daniel; Moore-Russo, Deborah – MathAMATYC Educator, 2012
It is common for both algebra and calculus instructors to use power functions of various degrees as well as exponential functions to examine and compare rates of growth. This can be done on a chalkboard, with a graphing calculator, or with a spreadsheet. Instructors often are careful to connect the symbolic and graphical (and occasionally the…
Descriptors: Calculus, Graphs, Courseware, Technology Uses in Education
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Burke, Maurice J. – Mathematics Teacher, 2012
"When making mathematical models, technology is valuable for varying assumptions, exploring consequences, and comparing predictions with data," notes the Common Core State Standards Initiative (2010, p. 72). This exploration of the recursive process in the Devil and Daniel Webster problem reveals that the symbolic spreadsheet fits this bill.…
Descriptors: State Standards, Prediction, Mathematical Models, Secondary School Curriculum
National Centre for Vocational Education Research (NCVER), 2013
This publication presents estimates of apprentice and trainee activity in Australia for the September quarter 2012. The figures in this publication are derived from the National Apprentice and Trainee Collection no.74 (December 2012 estimates). The most recent figures in this publication are estimated (those for training activity from the March…
Descriptors: Trainees, Foreign Countries, Mathematical Models, Expenditures
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Lieponiene, Jurgita; Kulvietiene, Regina – Informatics in Education, 2011
The article presents the consideration of grading scales used for education outcomes in different countries, describes likeness and differences of applied grading scales. Application of the European Credit Transfer and Accumulation System (ECTS) grading scale is investigated according of the analysis of scientific literature as well as cases of…
Descriptors: Grades (Scholastic), Grading, Outcomes of Education, Foreign Countries
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Morio, Jerome – European Journal of Physics, 2011
Sensitivity analysis is the study of how the different input variations of a mathematical model influence the variability of its output. In this paper, we review the principle of global and local sensitivity analyses of a complex black-box system. A simulated case of application is given at the end of this paper to compare both approaches.…
Descriptors: Mathematical Models, Models, Teaching Methods, Comparative Analysis
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De Luca, Roberto; Ganci, Salvatore – Physics Education, 2011
The Cartesian diver experiment certainly occupies a place of honour in old physics textbooks as a vivid demonstration of Archimedes' buoyancy. The original experiment, as described in old textbooks, shows Archimedes buoyancy qualitatively: when the increased weight of the diver is not counterbalanced by Archimedes' buoyancy, the diver sinks. When…
Descriptors: Textbooks, Physics, Science Instruction, Science Education
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Simoson, Andrew; Wentzky, Bethany – PRIMUS, 2011
Freely rising air bubbles in water sometimes assume the shape of a spherical cap, a shape also known as the "big bubble". Is it possible to find some objective function involving a combination of a bubble's attributes for which the big bubble is the optimal shape? Following the basic idea of the definite integral, we define a bubble's surface as…
Descriptors: Calculus, Algebra, College Mathematics, Mathematical Concepts
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Winkel, Brian – International Journal of Mathematical Education in Science and Technology, 2011
We discuss the need for devoting time in differential equations courses to modelling and the completion of the modelling process with efforts to estimate the parameters in the models using data. We estimate the parameters present in several differential equation models of chemical reactions of order n, where n = 0, 1, 2, and apply more general…
Descriptors: Kinetics, Chemistry, Calculus, Equations (Mathematics)
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Stern, Harold P. E. – American Journal of Engineering Education, 2010
Many bandpass signals can be sampled at rates lower than the Nyquist rate, allowing significant practical advantages. Illustrating this phenomenon after discussing (and proving) Shannon's sampling theorem provides a valuable opportunity for an instructor to reinforce the principle that innovation is possible when students strive to have a complete…
Descriptors: Engineering Education, Engineering, Acoustics, Mathematical Models
Tan, Liang Soon; Ang, Keng Cheng – Mathematics Education Research Group of Australasia, 2012
This paper posits that teachers' pedagogical content knowledge in mathematical modelling instruction can be demonstrated in the crafting of action plans and expected teaching and learning moves via their lesson images (Schoenfeld, 1998). It can also be developed when teachers shape appropriate teaching moves in response to students' learning…
Descriptors: Pedagogical Content Knowledge, Mathematical Models, Mathematics Instruction, Lesson Plans
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Berjano, E.; Lozano-Nieto, A. – European Journal of Engineering Education, 2011
One of the most important issues in the reorganisation of engineering education is to consider new pedagogical techniques to help students develop skills and an adaptive expertise. This expertise consists of being able to recognise the nature of a problem intuitively, and also recognising recurring patterns in different types of problems. In the…
Descriptors: Expertise, Engineering Education, Mathematical Models, Electronics
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