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
8 - Using Clickers in a Statistics Classroom
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
This paper provides three lesson plans to demonstrate how clickers were used in an introductory statistical methods course. One of the lessons was used in the lecture setting, one was part of an exam review session, and the third shows an example of how clickers were used in a smaller lab setting. In each case advice relevant to implementing the lesson will be provided.
Background about the Course
Statistics 350 is a 4-credit course taught every semester (14 week term) at the University of Michigan. Most students are undergraduates taking this course to fulfill a requirement for their major or to fulfill a quantitative reasoning requirement that is necessary for graduation from the University. Course topics include descriptive statistics (numerical and graphical summaries), probability and sampling distributions. Extensive attention is also given to inference procedures, including confidence intervals and hypothesis testing for proportions (one- and two-sample), means (onesample, paired, independent, and one-way analysis of variance), simple linear regression, and chi-square analyses.
Students attend three hours of lecture and one 1.5 hour computer lab each week. There are six lecture sections that range in size from 60 students to over 400 students. The schedule of lectures also varies: There are sections offered each week as three one-hour sessions, two ninety-minute sessions, and one three-hour session. During any given week, however, the same basic material is covered in all lecture sections.
- Type
- Chapter
- Information
- Teaching Mathematics with Classroom VotingWith and Without Clickers, pp. 53 - 60Publisher: Mathematical Association of AmericaPrint publication year: 2011
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