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Cory, Beth – Mathematics Teacher, 2010
National Council of Teachers of Mathematics' (NCTM's) (2000) Connections Standard states that students should "recognize and use connections among mathematical ideas; understand how mathematical ideas interconnect ...; [and] recognize and apply mathematics in contexts outside of mathematics" (p. 354). This article presents an in-depth…
Descriptors: Graphs, Physics, Calculus, Mathematics Instruction
Browne, Joseph – MathAMATYC Educator, 2010
Population models are often discussed in algebra, calculus, and differential equations courses. In this article we will use the human population of the world as our application. After quick looks at two common models we'll investigate more deeply a model which incorporates the negative effect that accumulated pollution may have on population.
Descriptors: Pollution, Calculus, College Mathematics, Community Colleges
Ely, Robert – Journal for Research in Mathematics Education, 2010
This is a case study of an undergraduate calculus student's nonstandard conceptions of the real number line. Interviews with the student reveal robust conceptions of the real number line that include infinitesimal and infinite quantities and distances. Similarities between these conceptions and those of G. W. Leibniz are discussed and illuminated…
Descriptors: Concept Formation, Calculus, Misconceptions, Undergraduate Students
Kougias, Ioannis E. – Teaching Mathematics and Its Applications: An International Journal of the IMA, 2009
Ordinary differential equations (ODEs) is a subject with a wide range of applications and the need of introducing it to students often arises in the last year of high school, as well as in the early stages of tertiary education. The usual methods of solving second-order ODEs with constant coefficients, among others, rely upon the use of complex…
Descriptors: High Schools, Equations (Mathematics), High School Students, Calculus
Wu, Yan – International Journal of Mathematical Education in Science and Technology, 2009
A closed form solution for the trigonometric integral [integral]sec[superscript 2k+1]xdx, k=0,1,2,..., is presented in this article. The result will fill the gap in another trigonometric integral [integral]sec[superscript 2m+1] x tan[superscript 2n]xdx, which is neglected by most of the calculus textbooks due to its foreseeable unorthodox solution…
Descriptors: Calculus, Mathematics Instruction, Problem Solving, Trigonometry
Barclay, Allen C. – ProQuest LLC, 2012
On a national level, data indicate that about 40 percent of students in calculus courses finish with a grade of D or F, drop the course, or withdraw (Reinholz, 2009). This high failure rate has led to research studies investigating the teaching of calculus at the national level (House, 1995). Calculus courses have a history of high failure rates,…
Descriptors: Calculus, Mathematics Achievement, College Students, College Faculty
Hart, Beth; Carman, Elaine; Luisier, Danielle; Vasavada, Natasha – College Board, 2011
The College Board has been a strong advocate for and played an active role in the development of the Common Core State Standards. As part of this collaboration, the College Board helped draft the standards and helped shape the initiative by providing executive guidance on the Common Core Advisory Committee. The goal of the Common Core State…
Descriptors: Advisory Committees, State Standards, Advanced Placement, English Literature
Stevenson, Katherine; Zweier, Louis – EDUCAUSE Quarterly, 2011
Higher education in the United States is facing a failure-rate crisis in entry-level mathematics courses. In this article, the authors describe an innovative, technology-enhanced hybrid course model that has significantly improved course completion and content mastery outcomes in general education (GE) mathematics courses. The model relies on five…
Descriptors: Feedback (Response), Mathematics, Mathematics Education, Mathematics Instruction
Gardenier, George H.; Gui, Feng; Demas, James N. – Journal of Chemical Education, 2011
Complex error propagation is reduced to formula and data entry into a Mathcad worksheet or an Excel spreadsheet. The Mathcad routine uses both symbolic calculus analysis and Monte Carlo methods to propagate errors in a formula of up to four variables. Graphical output is used to clarify the contributions to the final error of each of the…
Descriptors: Monte Carlo Methods, Computer Software, Calculus, Mathematics Education
Steele, Joel S.; Ferrer, Emilio – Multivariate Behavioral Research, 2011
We examine emotion self-regulation and coregulation in romantic couples using daily self-reports of positive and negative affect. We fit these data using a damped linear oscillator model specified as a latent differential equation to investigate affect dynamics at the individual level and coupled influences for the 2 partners in each couple.…
Descriptors: Affective Behavior, Calculus, Models, Females
Sokolowski, Andrzej; Yalvac, Bugrahan; Loving, Cathleen – International Journal of Mathematical Education in Science and Technology, 2011
"Use of mathematical representations to model and interpret physical phenomena and solve problems is one of the major teaching objectives in high school math curriculum" [National Council of Teachers of Mathematics (NCTM), "Principles and Standards for School Mathematics", NCTM, Reston, VA, 2000]. Commonly used pre-calculus textbooks provide a…
Descriptors: Textbooks, Mathematical Models, Physics, Problem Solving
McGee, Daniel; Vasquez, Pedro; Cajigas, Jesus – Journal of Computers in Mathematics and Science Teaching, 2014
The University of Puerto Rico in Mayaguez (UPRM) has found that there are disadvantages to a semester long remedial mathematics course that is administered during the freshmen year to students with mathematics deficiencies in STEM (Science, Technology, Engineering and Math) programs. Correspondingly, the UPRM designed and implemented an…
Descriptors: Acceleration (Education), Conventional Instruction, Online Courses, Developmental Programs
Yoder, Garett; Cook, Jerry – Journal of STEM Education: Innovations and Research, 2014
The Department of Physics at EKU [Eastern Kentucky University] with support from the National Science Foundations Course Curriculum and Laboratory Improvement Program has successfully converted our entire introductory physics sequence, both algebra-based and calculus-based courses, to an activity-based format where laboratory activities,…
Descriptors: Physics, College Science, Science Laboratories, Laboratory Experiments
Harwell, Michael; Dupuis, Danielle; Post, Thomas R.; Medhanie, Amanuel; LeBeau, Brandon – Educational Research Quarterly, 2014
The relationship between high school mathematics curricula and the likelihood of students who enroll in a developmental (non-credit bearing) course in college taking additional mathematics courses was studied. The results showed that high school mathematics curriculum, years of high school mathematics completed, and ACT mathematics scores were…
Descriptors: High School Students, Secondary School Mathematics, Remedial Mathematics, Developmental Programs
Sadler, Philip M.; Sonnert, Gerhard; Hazari, Zahra; Tai, Robert – Science Educator, 2014
Several avenues are open to students who wish to study advanced science or mathematics in high school, which include Advanced Placement courses and teacher-designed courses unaffiliated with organized programs. We employ a retrospective cohort study of 4,691 nationally representative college students at 34 randomly selected, colleges and…
Descriptors: Science Instruction, Secondary School Science, High Schools, STEM Education

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