The Geometer's Sketchpad featured prominently at the National Council of Teachers of Mathematics 84th Annual Meeting in St. Louis, Missouri. Key and KCPT Sketchpad staff made several presentations; material from those talks is available below. Information on the NCTM meeting of the Sketchpad User Group is also available.

Featured Sketchpad Presentations

Dynamic Algebra Software: Bringing Functions Alive with Sketchpad
Presenter: Scott Steketee
Abstract: In this session we will look at a number of activities in which the power of dynamic mathematics software gives students the opportunity to vary the variables, generate families of functions, and transform functions.

Go Deeper with Young Learners Using Sketchpad
Abstract: Try out Sketchpad activities that actively engage students with the topics of your textbook lessons in a variety of math strands. We'll look at ways the ability to manipulate a model and to explore many cases encourages students to pose questions, test their ideas, clarify their understanding, and develop generalizations.
Presenters: Rhea Irvine and Daniel Scher

Visualizing Precalculus Using Dynamic Geometry Software
Abstract: The algebraic capabilities of The Geometer's Sketchpad combined with its capacity for geometric visualization make it a unique and powerful tool for precalculus. We'll explore dynamic views of trigonometric and exponential functions, wave forms, polar graphs, and function transformations in this session to bring new insight to important topics.
Presenter: Steven Rasmussen

Sketchpad User Group

The NCTM Sketchpad User Group featured several stations at which Sketchpad presenters spoke informally about the work they were presenting in sessions and workshops during this year's annual meeting.

10 Ways The Geometer's Sketchpad Can Help You Educate
Abstract: Expand your use of Sketchpad in the classroom. Use according to the expertise of the teacher and students will be addressed. Sketches vary from demonstration to exploration, including mixing Sketchpad with other software. Example sketches explore content from middle school to Algebra 2. All sample sketches provided to attendees.
Presenter: Susan E. Polk, Technological Education Consulting, LLC, Alexandria, Virginia
Presentation Materials: sketches, Polk06_10wayshandout.doc
Note: Susan also made a special presentation to the user group entitled "Using Graphing Capabilities and a Geometry Project." Download the sketch and handout from this presentation: Polk06_UserGroup.gspPolk06_UserGroup.doc

Conjecture to Proof: Using The Geometer's Sketchpad with Proof-Based Geometry
Abstract: Writing conjectures, generating solutions: dispelling the myth that technology is not compatible with rigorous proof-based geometry, participants will see an environment where students use The Geometer's Sketchpad to 1) experience, explore, and make conjectures about geometry; and 2) generate proofs to verify and explain those conjectures using the language of mathematics.
Presenters: Cheryl G. Malm, Northwest Missouri State University, Maryville, Missouri; Christine C. Benson, Northwest Missouri State University, Maryville, Missouri

EmPOWER: The Point of Assessment
Abstract: Show and Tell: You can show your students geometry concepts at multilevels using The Geometer's Sketchpad, but can they tell you what, why, and how? Cut, copy, paste--put pizzazz into their PowerPoint presentations as they animate their way into entertaining and formative assessments.
Presenters: Karen M. Greenhaus, Virginia Beach City Public Schools, Virginia Beach, Virginia; Sara S. D'Amato, Virginia Beach City Public Schools, Virginia Beach, Virginia

A Historical Geometric Journey with GSP: Assessing Students Understanding
Abstract: A teacher will present his work on Pythagorean triples. We use The Geometer's Sketchpad (GSP) in a college geometry class to demonstrate and extend historical geometry problems (e.g., like quadrature, Pythagorean theorem). We'll engage participants in GSP explorations to revisit and extend these historical problems. Scripts and handouts provided. No familiarity with GSP required.
Presenters: Armando M. Martinez-Cruz, California State University Fullerton, Fullerton, California; David Booze, Troy High School, Fullerton, California; Fernando Rodriguez, Buena Park High School, Buena Park, California
Presentation Materials: Martinez-Cruz06_Sketch1.gsp, Martinez-Cruz06_Sketch3.gsp, Martinez-Cruz06_Sketch2.gsp, Martinez-Cruz06_Handout.doc

Exploring Mathematical Connections with Archimedes' Broken Chord Theorem
Abstract: Investigate geometric, algebraic, and historical relationships using an ancient Archimedian theorem as a springboard. Learn a process to encourage students' inquiry by generating and analyzing data with Sketchpad and Excel. Make and test hypotheses, derive a formal proof, and discover trigonometric extensions that result from the theorem.
Presenter: Jeffrey John Steckroth, University of Virginia, Charlottesville, Virginia
Presentation Materials: Steckroth06_Archimedes.zip
Note: Jeff also made a special presentation to the user group entitled "SOH-CAH-TOA, the Unit Circle, and Trig Functions: What's the Connection?" Download the sketch and handout from this presentation: Steckroth06_Trig.zipSteckroth06_Handout.doc

Summary Session
The user group meeting was capped off by a special presentation by Sketchpad creator Nick Jackiw entitled "The Gateway: Overarching Themes in Geometric Modeling."
Presentation Materials: Jackiw06_Arch.gsp