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Castillo-Garsow, Carlos – ProQuest LLC, 2010
Both Thompson and the duo of Confrey and Smith describe how students might be taught to build "ways of thinking" about exponential behavior by coordinating the covariation of two changing quantities, however, these authors build exponential behavior from different meanings of covariation. Confrey and Smith advocate beginning with discrete additive…
Descriptors: Geometric Concepts, Calculus, Mathematics Instruction, Experiments
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Ma, Xin – Investigations in Mathematics Learning, 2010
Based on data from the Longitudinal Study of American Youth (LSAY), students were classified into high-, middle-, and low-ability students. The effects of early acceleration in mathematics on the most advanced mathematics coursework (precalculus and calculus) in high school were examined in each category. Results showed that although early…
Descriptors: Calculus, Acceleration (Education), Mathematics Instruction, Advanced Placement
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Giannakoulias, Eusthathios; Mastorides, Eleutherios; Potari, Despina; Zachariades, Theodossios – Journal of Mathematical Behavior, 2010
This study investigates teachers' argumentation aiming to convince students about the invalidity of their mathematical claims in the context of calculus. 18 secondary school mathematics teachers were given three hypothetical scenarios of a student's proof that included an invalid algebraic claim. The teachers were asked to identify possible…
Descriptors: Secondary School Mathematics, Persuasive Discourse, Mathematics Teachers, Calculus
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Zeytun, Aysel Sen; Cetinkaya, Bulent; Erbas, Ayhan Kursat – Educational Sciences: Theory and Practice, 2010
Various studies suggest that covariational reasoning plays an important role on understanding the fundamental ideas of calculus and modeling dynamic functional events. The purpose of this study was to investigate a group of mathematics teachers' covariational reasoning abilities and predictions about their students. Data were collected through…
Descriptors: Mathematics Teachers, Calculus, Misconceptions, Thinking Skills
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Zerr, Ryan J. – PRIMUS, 2010
An overview is given of three conceptual lessons that can be incorporated into any first-semester calculus class. These lessons were developed to help promote calculus students' ability to think conceptually, in particular with regard to the role that infinity plays in the subject. A theoretical basis for the value of these lessons is provided,…
Descriptors: Calculus, Thinking Skills, Mathematical Concepts, Mathematics Instruction
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Bouzas, Antonio O. – European Journal of Physics, 2010
We discuss several steady-state rotation and oscillation modes of the planar parametric rotator and pendulum with damping. We consider a general elliptic trajectory of the suspension point for both rotator and pendulum, for the latter at an arbitrary angle with gravity, with linear and circular trajectories as particular cases. We treat the…
Descriptors: Graduate Students, Laboratory Equipment, Calculus, Motion
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Llibre, J; Teixeira, M. A. – European Journal of Physics, 2010
In a recent paper (Denny 2002 Eur. J. Phys. 23 449-58), entitled "The pendulum clock: a venerable dynamical system", Denny showed that in a first approximation the steady-state motion of a weight-driven pendulum clock is shown to be a stable limit cycle. He placed the problem in a historical context and obtained an approximate solution using the…
Descriptors: Calculus, Motion, Physics, Scientific Principles
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Popelka, Susan R. – Mathematics Teacher, 2010
Interactive response systems go by a multitude of names--clickers, polling devices, automatic hand raisers, "those cell phone thingies." In this article, the author describes how she used a clicker with her precalculus students. The clicker is one of several types widely used in K-12 classrooms, each of which has its own variety of features and…
Descriptors: Calculus, Mathematics Instruction, Handheld Devices, Educational Technology
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Erickson, Amy H. Lin – PRIMUS, 2010
This material has been used twice as an out-of-class project in a mathematical modeling class, the first elective course for mathematics majors. The only prerequisites for this course were differential and integral calculus, but all students had been exposed to differential equations, and the project was assigned during discussions about solving…
Descriptors: Majors (Students), Elective Courses, Equations (Mathematics), Calculus
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Montiel, Mariana; Vidakovic, Draga; Kabael, Tangul – Investigations in Mathematics Learning, 2009
The present study was implemented as a prelude to a study on the generalization of the single variable function concept to multivariate calculus. In the present study we analyze students' mental processes and adjustments, as they are being exposed to single variable calculus with polar coordinates. The results show that there appears to be a…
Descriptors: Multivariate Analysis, Calculus, Misconceptions, Mathematical Concepts
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Savoye, Philippe – PRIMUS, 2009
In recent years, I started covering difference equations and z transform methods in my introductory differential equations course. This allowed my students to extend the "classical" methods for (ordinary differential equation) ODE's to discrete time problems arising in many applications.
Descriptors: Equations (Mathematics), Calculus, College Mathematics, Mathematics Instruction
Young, Jeffrey R. – Chronicle of Higher Education, 2009
The long-running debate over whether students should be allowed to wield calculators during mathematics exams may soon seem quaint. The latest dilemma facing professors is whether to let students turn to a Web site called WolframAlpha, which not only solves complex math problems, but also can spell out the steps leading to those solutions. In…
Descriptors: Mathematics Education, Graphing Calculators, Calculus, Algebra
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Rodrigues, H.; Pinho, M. O.; Portes, D., Jr.; Santiago, A. – International Journal of Mathematical Education in Science and Technology, 2009
In basic physics courses at undergraduate level, the dynamics of self-propelled bodies is presented as an example of momentum conservation law applied to systems with time-varying mass. However, is often studied the simple situation of free motion or the motion under the action of a constant gravitational field. In this work, we investigate the…
Descriptors: Physics, Motion, Calculus, Science Instruction
Scott, Paul – Australian Mathematics Teacher, 2009
These days, multiplying two numbers together is a breeze. One just enters the two numbers into one's calculator, press a button, and there is the answer! It never used to be this easy. Generations of students struggled with tables of logarithms, and thought it was a miracle when the slide rule first appeared. In this article, the author discusses…
Descriptors: Arithmetic, Graphs, Calculus, Mathematics Instruction
Stringer, Eddy W., III. – ProQuest LLC, 2011
Data suggests that a significant loss of African American students from STEM majors occur between their freshmen and sophomore year. This attrition corresponds to the time period when students encounter the calculus sequence. For this reason, calculus persists as a serious barrier preventing African American students from entering STEM fields.…
Descriptors: African American Students, Males, Two Year College Students, STEM Education
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