Book contents
- Frontmatter
- Contents
- I An Introduction to Teaching Mathematics with Classroom Voting
- II Studies of Classroom Voting in Mathematics
- III Classroom Voting in Specific Mathematics Classes
- 6 Questions to Engage Students in Discussion (Q.E.D): Using Clickers in a Mathematics for Liberal Arts Course
- 7 Clickers in Introductory Statistics Courses
- 8 Using Clickers in a Statistics Classroom
- 9 Engaging Statistics Students with Classroom Response Systems
- 10 Incorporating Clicker Technology in the Introductory Statistics Course
- 11 Using Clickers in Courses for Future K–8 Teachers
- 12 Using Clickers in Professional DevelopmentWorkshops
- 13 Using ConcepTests in College Algebra
- 14 An Example of Multi-Purpose Use of Clickers in College Algebra
- 15 ConcepTests—Classroom Voting: A Catalyst for an Interactive College Algebra ClassroomD
- 16 Using Clickers to Encourage Communication and Self-Reflection in Precalculus
- 17 Writing and Adapting Classroom Voting Questions: New Functions from Old
- 18 Enhancing Student Participation and Attitudes in a Large-Lecture Calculus Course
- 19 Good Questions for Mathematics Eduction: An Example from Multivariable Calculus
- 20 Integrating Classroom Voting Into Your Lectures: Some Thoughts and Examples from a Differential Equations Course
- 21 Classroom Voting Questions that Provoke Teachable Moments in Differential Equations
- 22 Teaching Linear Algebra with Classroom Voting: A Class Period on Linear Independence
- 23 Lesson Planning with Classroom Voting: An Example from Linear Algebra
- 24 Using Clickers to Enhance Learning in Upper-Level Mathematics Courses
- Bibliography
- About the Editors
13 - Using ConcepTests in College Algebra
from III - Classroom Voting in Specific Mathematics Classes
- Frontmatter
- Contents
- I An Introduction to Teaching Mathematics with Classroom Voting
- II Studies of Classroom Voting in Mathematics
- III Classroom Voting in Specific Mathematics Classes
- 6 Questions to Engage Students in Discussion (Q.E.D): Using Clickers in a Mathematics for Liberal Arts Course
- 7 Clickers in Introductory Statistics Courses
- 8 Using Clickers in a Statistics Classroom
- 9 Engaging Statistics Students with Classroom Response Systems
- 10 Incorporating Clicker Technology in the Introductory Statistics Course
- 11 Using Clickers in Courses for Future K–8 Teachers
- 12 Using Clickers in Professional DevelopmentWorkshops
- 13 Using ConcepTests in College Algebra
- 14 An Example of Multi-Purpose Use of Clickers in College Algebra
- 15 ConcepTests—Classroom Voting: A Catalyst for an Interactive College Algebra ClassroomD
- 16 Using Clickers to Encourage Communication and Self-Reflection in Precalculus
- 17 Writing and Adapting Classroom Voting Questions: New Functions from Old
- 18 Enhancing Student Participation and Attitudes in a Large-Lecture Calculus Course
- 19 Good Questions for Mathematics Eduction: An Example from Multivariable Calculus
- 20 Integrating Classroom Voting Into Your Lectures: Some Thoughts and Examples from a Differential Equations Course
- 21 Classroom Voting Questions that Provoke Teachable Moments in Differential Equations
- 22 Teaching Linear Algebra with Classroom Voting: A Class Period on Linear Independence
- 23 Lesson Planning with Classroom Voting: An Example from Linear Algebra
- 24 Using Clickers to Enhance Learning in Upper-Level Mathematics Courses
- Bibliography
- About the Editors
Summary
I have been using ConcepTests since the fall of 2000 in a variety of mathematics classes. I use ConcepTests to engage students, provoke discussion, and help lead the class through challenging material. In this paper, I will discuss how I use these questions in my college algebra class. I will start with background on my course and the mechanics of using ConcepTests, move to different uses of ConcepTests with examples, and then finally raise some challenges for ConcepTests in college algebra.
Background
At Centenary, college algebra is one of three mathematics courses offered primarily for “core” — that is, students take the course to satisfy the mathematics requirement for the college. While a few students will take the course in preparation for precalculus, the vast majority takes the course as their last college mathematics course. Accordingly, our version of the course focuses less on symbolic manipulation and more on modeling and data analysis. For at least the last seven years, the department has used the Kime/Clark text [46], which is close in spirit to the Harvard calculus series. The text emphasizes different modes of thinking about functions (graphical, tabular, etc..) and places the study of linear and exponential functions in a modeling context. In addition, the course covers some basic descriptive statistics along with a section on regression.
Class sizes tend to be around 30 students with most of the students at sophomore level or higher.
- Type
- Chapter
- Information
- Teaching Mathematics with Classroom VotingWith and Without Clickers, pp. 87 - 92Publisher: Mathematical Association of AmericaPrint publication year: 2011