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Strickland, S.; Rand, B. – PRIMUS, 2016
This paper describes a framework for identifying, classifying, and coding student proofs, modified from existing proof-grading rubrics. The framework includes 20 common errors, as well as categories for interpreting the severity of the error. The coding scheme is intended for use in a classroom context, for providing effective student feedback. In…
Descriptors: Guidelines, Undergraduate Students, Classification, Mathematics Instruction
Lewis, Heather A. – PRIMUS, 2015
Teachers often promote care in doing calculations, but for most students a single mistake rarely has major consequences. This article presents several real-life events in which relatively minor mathematical errors led to situations that ranged from public embarrassment to the loss of millions of dollars' worth of equipment. The stories here…
Descriptors: Mathematics Instruction, Error Patterns, College Mathematics, Undergraduate Study
Gordon, Sheldon P. – PRIMUS, 2012
Data analysis methods, both numerical and visual, are used to discover a variety of surprising patterns in the errors associated with successive approximations to the derivatives of sinusoidal and exponential functions based on the Newton difference-quotient. L'Hopital's rule and Taylor polynomial approximations are then used to explain why these…
Descriptors: Mathematics Instruction, Mathematical Concepts, Error Patterns, Data Analysis
Cline, Kelly; Parker, Mark; Zullo, Holly; Stewart, Ann – PRIMUS, 2012
One technique for identifying and addressing common student errors is the method of classroom voting, in which the instructor presents a multiple-choice question to the class, and after a few minutes for consideration and small group discussion, each student votes on the correct answer, often using a hand-held electronic clicker. If a large number…
Descriptors: Voting, Group Discussion, Calculus, Mathematics Instruction
Andrew, Lane – PRIMUS, 2009
The fact that students have difficulties in constructing proofs is well documented. However, some of these difficulties may be lessened if instructors and students have access to a common evaluation framework. Operating in the theoretical tradition of heuristic inquiry, a proof error evaluation tool (PEET) is constructed that may be used by…
Descriptors: Feedback (Response), Evaluation Methods, Validity, Mathematical Logic
Gordon, Sheldon P. – PRIMUS, 2005
The possibility of approximating a function with a linear combination of exponential functions of the form e[superscript x], e[superscript 2x], ... is considered as a parallel development to the notion of Taylor polynomials which approximate a function with a linear combination of power function terms. The sinusoidal functions sin "x" and cos "x"…
Descriptors: Mathematics, Theories, Mathematics Education, Calculus