The Use of Student-Authored Study
Guides in a Quantitative Reasoning Course
Linda McGuire, Muhlenberg
College
Motivating students in a lower-level mathematics course can be
quite a challenge – especially when the students in question proclaim that they
are not particularly interested in mathematics. This talk will focus on describing and assessing a semester-long
class project that proved to be an effective catalyst for mathematical success
in a lower-level Quantitative Methods course.
This course was designed to emphasize honing communication skills (both
mathematical and verbal) within a cooperative learning paradigm.
Students in this class, working in small groups, wrote and edited
chapters in a study guide for the course.
Each group had to collaborate to produce a well-written chapter that
accurately explained, in both mathematical and common language, the material at
hand. They were also required to find
and design pertinent examples and to write their own problem sets. These exercises were to include both
technology-enhanced problems and questions whose solutions could be found
completely by hand.
Each class member would be given a copy of the chapter currently
under discussion when it was ready. The
entire class participated in the editing process of the document and, in fact,
used the problems sets as pre-examination review materials. Group members were responsible for leading
the class session(s) devoted to the discussion and editing of their chapter.
The reward reaped by students during the course of this project
manifested themselves in several ways.
Students needed to exercise critical reading skills when interpreting
the textbook and other companion materials.
Their understanding of this information was enhanced by the mathematical
conversations and debates that they had within their groups and later with the
entire class. The study guides required
mathematically correct writing as well as interpretive analysis. They wrote interesting and often challenging
problem sets. These project components
allowed them to focus on mathematics while encouraging them to demonstrate
other academic strengths that they possessed.
Students in these classes became highly motivated, mathematically
empowered, excited and better informed about topics as they worked on the study
guide.
My talk would conclude by addressing nuts and bolts issues like
course planning and timing, assessment, and material coverage. Physical examples of student work would also
be presented.