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Download full textNoroozi, Omid, Ed.; Sahin, Ismail, Ed. – International Society for Technology, Education, and Science, 2022
Education, science, and technology disciplines are closely and extensively connected in all formats and levels. The outbreak of COVID-19 has further squeezed this interconnection where the delivery of education in different scientific fields of studies at all education levels is almost impossible without the presence of technology. Today, there is…
Descriptors: Education, Sciences, Technology, COVID-19
Direct linkLloyd, Gwendolyn; Beckmann, Sybilla; Zbiek, Rose Mary; Cooney, Thomas – National Council of Teachers of Mathematics, 2010
Are sequences functions? What can't the popular "vertical line test" be applied in some cases to determine if a relation is a function? How does the idea of rate of change connect with simpler ideas about proportionality as well as more advanced topics in calculus? Helping high school students develop a robust understanding of functions requires…
Descriptors: Calculus, Misconceptions, Mathematics Instruction, Mathematics Teachers
Sriraman, Bharath, Ed. – IAP - Information Age Publishing, Inc., 2012
The interaction of the history of mathematics and mathematics education has long been construed as an esoteric area of inquiry. Much of the research done in this realm has been under the auspices of the history and pedagogy of mathematics group. However there is little systematization or consolidation of the existing literature aimed at…
Descriptors: Foreign Countries, Majors (Students), Mathematics Education, Calculus
Herriot, Sarah T.; And Others – 1969
This course is intended for students who have a thorough knowledge of college preparatory mathematics, including algebra, axiomatic geometry, trigonometry, and analytic geometry. This text, Part I, contains the first five chapters of the course and two appendices. Chapters included are: (1) Polynomial Functions; (2) The Derivative of a Polynomial…
Descriptors: Algebra, Calculus, Instructional Materials, Mathematics
Herriot, Sarah T.; And Others – 1969
This course is intended for students who have a thorough knowledge of college preparatory mathematics, including algebra, axiomatic geometry, trigonometry, and analytic geometry. This text, Part II, contains material designed to follow Part I. Chapters included in this text are: (6) Derivatives of Exponential and Related Functions; (7) Area and…
Descriptors: Algebra, Calculus, Instructional Materials, Mathematics
Kutuzov, B. V. – 1960
This book is a translation of a Russian text. The translation is exact, and the language used by the author has not been brought up to date. The volume is probably most useful as a source of supplementary materials for high school mathematics. It is also useful for teachers to broaden their mathematical background. Chapters included in the text…
Descriptors: Calculus, College Mathematics, Geometry, Instructional Materials
Barker, William; Bressoud, David; Epp, Susanna; Ganter, Susan; Haver, Bill; Pollatsek, Harriet – Mathematical Association of America, 2004
The Mathematical Association of America's Committee on the Undergraduate Program in Mathematics (CUPM) is charged with making recommendations to guide mathematical sciences departments in designing undergraduate curricula. "Undergraduate Programs and Courses in the Mathematical Sciences: CUPM Curriculum Guide, 2004" is based on four years of work,…
Descriptors: Majors (Students), Sciences, Audiences, Undergraduate Study
Cohen, Jack K.; Dorn, William S. – 1975
This Study Guide on Contemporary Problems, Number 8, is one of a series prepared by the American Association for the Advancement of Science representing part of the 1974-75 National Science Foundation Chautauqua-Type Short Courses for College Teachers Program. This is a test edition and contains evaluation forms to be completed by the users and to…
Descriptors: Calculus, College Faculty, Computer Oriented Programs, Computer Programs
Lubkin, James L., Ed. – 1980
This monograph presents 13 papers dealing with various aspects of elementary problem solving. They are: (1) "Training for Effective Problem Solving" (Gary A. Davis); (2) "Patterns of Problem Solving--A Campus-Wide Course at UCLA" (Moshe F. Rubinstein, L. Robin Keller, Edward A. Kazmarek); (3) "A Taxonomy of Problem-Solving Activities and Its…
Descriptors: Calculus, Classification, College Mathematics, College Science
