![]() Any opinions, findings, and conclusions or recommendations expressed in this publication are Portions of this material are based upon work supported by the National Science Foundation under award numbers III9203421 and DMI-9623018.Unless you're experienced using the Linux terminal, running ADB and Fastboot commands can get confusing very fast. Those of the author and do not necessarily reflect the views of the National Science Foundation. ®The Geometer’s Sketchpad, ®Dynamic Geometry, and ®Sketchpad are registered trademarks of KCP Technologies. Other brand names and product names are trademarks or registered trademarks of their respective holders. The use of the Common Core State Standards in this book is done under the license terms at commercial-license. Per the terms of the license, we include this notice that applies to the Common Core State Standardsįor Mathematics excerpted in this book: © Copyright 2010. Midsegments of a Trapezoid and a TriangleĬonstructing Templates for the Platonic SolidsĬonstructing Squares on a Triangle: The Pythagorean Theorem Reflections across Two Intersecting LinesĮxploring Geometry with The Geometer’s Sketchpad Introducing Points, Segments, Rays, and LinesĮuclid’s Proposition 1: An Equilateral TriangleĬhapter 2: Transformations, Symmetry, and Tessellations Unauthorized copying of Exploring Geometry with The Geometer’s Sketchpad and of the Exploring Geometry Geometry with The Ge ometer’s Sketchpad the right to reproduce activities and example sketches for use with his or her Key Curriculum Press grants the teacher who purchases Exploring National Governors Association Center for Best Practices andĬouncil of Chief State School Officers. Proportions with an Angle Bisector in a TriangleĬorrelation to the High School Geometry Standards of theĬommon Core State Standards for MathematicsĪll Sketchpad documents (sketches) for Exploring Geometry with The Geometer’s Sketchpad Visual Demonstration of the Pythagorean Theoremĭissection Demonstration of the Pythagorean Theorem.Log in using your Key Online account, or create a new account and log in.Click to download a compressed (.zip) folder of The sketches require The Geometer’s Sketchpad Version 5 software The downloadable folder contains all of the sketches you need for this book, organized byĬhapter and activity. Go to to purchase Sketchpad, or download a trial CONSTRUCT SEGMENT TRISECTOR GSP5 SOFTWARE Student Sketches: In some activities, students use a CONSTRUCT SEGMENT TRISECTOR GSP5 TRIAL Own constructions, starting from scratch with a blank Referenced on the Student Worksheet for the activity, suchĮxample Sketches: In most activities, students create their Student Sketch usually matches the activity title, and is Prepared sketch that provides a model or a complicatedĬonstruction to investigate relationships. Example Sketches are provided for you to see theįinished construction. Name of an Example Sketch always ends with the word To speed up, summarize, or review an exploration. “Work,” such as Tumbling Blocks Work.gsp. Presentation Sketches: Some activities include sketchesįor use on a projector or interactive whiteboard, eitherįor a teacher presentation or a whole-class activity. Learn how to use Sketchpad, including overview and classroom The Learning Center provides a variety of resources to help you Sketch always ends with the word “Present,” such as Presentation Sketches often have action buttons toĮnhance your presentation. You can access the Learning Center through Videos, tutorials, Sketchpad Tips, sample activities, and links to CONSTRUCT SEGMENT TRISECTOR GSP5 HOW TO This section includes videos and articles describing how teachers make effective use of This section includes 12 self-guided tutorials with embedded videos, 70 Sketchpad Tips, Students and teachers, and give an overview of the big ideas and These videos introduce Sketchpad from the point of view of The Learning Center has three main sections: Sketchpad’s start-up screen or through the Help menu. Sketchpad and how it affects their students’ attitudes and mathematical understanding.Trisecting a Line Segment by: Maggie Hendricks Trisection Construction #1: For a GSP script tool of this construction, click here. To begin this construction, start with a segment AB. Then construct a circle with center A and radius AB as well as a circle with center B and radius AB. ![]() CONSTRUCT SEGMENT TRISECTOR GSP5 LICENSEĬonstruct ray CA, which is a diamter of circle A.CONSTRUCT SEGMENT TRISECTOR GSP5 SOFTWARE.CONSTRUCT SEGMENT TRISECTOR GSP5 HOW TO.
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