Developing Proportional Reasoning
*CANCELED *
Date: July 27 - 31, 2009
Time: 8 - 4:30pm
Location: LAPDA Meeting Space, Montpelier, VT
Cost: LAPDA members $630
for nonmembers $775
Additional $225 for 3 Graduate Credits From St. Michael's CollegePlease see below for Required Reading. Participants must purchase book before the course begins.
Registration: http:www.lapdavt.org
Download the PDF here
Download the syllabus_here
Course Description:
Developing Proportional Reasoning: Understanding and Strategies for Teaching, will focus on current research to enhance teacher understanding of proportional reasoning and strategies for improving proportional reasoning in students. Proportional reasoning is and has been a poorly understood and defined term that gets loosely applied to fractions. This course will further the understanding of what proportional reasoning is and is not, while developing strategies to enhance instruction and student attainment of proportional reasoning. Participants in the course will work to develop deeper understanding of proportional reasoning through analysis of the imbedded concepts and misconceptions related to proportional reasoning. Participants will reflect on their current instructional strategies and choices that support development of proportional reasoning or that allow for misconceptions to develop. Participants will use resources to create a proportional reasoning unit and pre/post assessment which they can bring back to their classrooms.Course Objectives:
Teachers will:• Understand and identify different components of and levels of proportional reasoning;
• Build a collection of classroom tasks to use to develop student’s conceptual understanding of proportionality;
• Analyze instructional tools and models for developing proportional reasoning effectively while minimizing misconceptions;
• Develop skills and tools for analyzing students’ thinking about proportionality;
• Apply these skills and tools to their lesson planning;
• Develop a pre/post-assessments linked to lessons for proportional reasoning;
• And, Develop a unit of study that emphasizes proportional reasoning and current best practices;

