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Reed, Zackery; Tallman, Michael A.; Oehrtman, Michael; Carlson, Marilyn P. – PRIMUS, 2022
We present our analysis of 254 Calculus I final exams from U.S. colleges and universities to identify features of assessment items that necessitate qualitatively distinct ways of understanding and reasoning. We explore salient features of exemplary tasks from our data set to reveal distinctions between exam items made apparent by our analytical…
Descriptors: Calculus, College Mathematics, Mathematical Logic, Mathematics Instruction
Koss, Lorelei – PRIMUS, 2022
In a recent article, Crider recommends ending a course with a memorable learning experience, called an epic finale, instead of a final exam. Here, we give the details of epic finales given in four mathematics courses: Discrete Mathematics, Information and Coding Theory, Real Analysis, and Complex Analysis. We describe how to reconfigure a course…
Descriptors: Mathematics Instruction, Learning Activities, Mathematics Tests, Teamwork
Koban, D.; Fukuzawa, M.; Slocum, R.; Fletcher, M.; Pleuss, J. – PRIMUS, 2020
We present an analysis on the differential effects of incentivizing homework in an introductory mathematics course at the United States Military Academy. We found that including homework as part of a student's overall course average (incentive) led to a significantly higher performance (achievement) on homework assignments. However, doing homework…
Descriptors: Homework, Correlation, Mathematics Achievement, Introductory Courses
Davis, Diana – PRIMUS, 2018
We describe a case study of a problem-solving section, using the "Harkness" discussion method, of an honors multivariable calculus course. Students in the problem-solving section had equivalent outcomes on exams, reported higher ratings in self-assessments of skills, and took more math classes in the following year, compared with…
Descriptors: Mathematics Instruction, College Mathematics, Undergraduate Students, Inquiry
Heuett, William J. – PRIMUS, 2017
Students' learning experiences in an introductory statistics course for non-math majors are compared between two different instructional approaches under controlled conditions. Two sections of the course (n = 52) are taught using a flipped classroom approach and one section (n = 30) is taught using a traditional lecture approach. All sections are…
Descriptors: Mathematics Instruction, Nonmajors, Educational Technology, Technology Uses in Education
Mahir, Nevin – PRIMUS, 2010
The properties of a function such as limit, continuity, derivative, growth, or concavity can be determined more easily from its graph than by doing any algebraic operation. For this reason, it is important for students of mathematics to interpret some of the properties of a function from its graph. In this study, we investigated the competence of…
Descriptors: Mathematics Instruction, College Mathematics, Mathematics Skills, Graphs

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