1007936
This exploration investigates how many ways there are to travel through an array of streets. The exploration, part of the Figure This! collection of 80 math challenges, examines the relationship between the number of intersections and the number of possible routes. The challenge page contains links to a solution hint, the solution, and other similar investigations. The solution describes and illustrates how a number pattern is embedded in the question. Similar investigations ask the student to analyze other arrays and to find the shortest possible routes. The importance of these routing questions to the transportation industry is noted. Information and a short book list about the patterns found in Pascal's triangle are also included. Copyright 2005 Eisenhower National ClearinghouseSummary
| Subject keyword(s) | Education, Geometry, Mathematics, Number and operations, Patterns and sequences, Problem solving, Process skills |
|---|---|
| Grade level | Middle School, Informal Education |
| Intended audience | Learner |
| Resource type | Audio/Visual, Instructional Material |
| Resource format | image, image/gif, text, text/html |
| Rights | Copyright 2004 National Council of Teachers of Mathematics. Copyright 1999-2004 KnowNet Construction, Inc. |
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Content contained within the resource
Home � Getting Started � Answer � TryThese � ThinkAbout This � Did You Know? � Resources Try Another Challenge � Challenge Index � Math Index · Printing the Challenges � En Español Family Corner � Teacher Corner � About Figure This! · Purchase the CD ©2004 National Council of Teachers of Mathematics Web site and CD-ROM design/production © 1999-2004 KnowNetConstruction, Inc.