
Math Games Lab for Kids: Volume 10
Description
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Have fun:
exploring geometry and topology by making prisms, antiprisms, Platonic solids, and Moebius strips.
building logic skills by playing and strategizing through tangrams, toothpick puzzles, and the game of Nim.
drawing and charting graphs to learn the language of connections.
discovering how to color maps like a mathematician by using the fewest colors possible.
creating mind bending fractals with straight lines and repeat shapes.
Everything you need to complete the activities can be found in the book or around the house. Learn to think like a mathematician-see how much you'll discover!
The popular Lab for Kids series features a growing list of books that share hands-on activities and projects on a wide host of topics, including art, astronomy, clay, geology, energy, and even how to create your own circus-all authored by established experts in their fields. Each lab contains a complete materials list, clear step-by-step photographs of the process, as well as finished samples. The labs can be used as singular projects or as part of a yearlong curriculum of experiential learning. The activities are open-ended, designed to be explored over and over, often with different results. Geared toward being taught or guided by adults, they are enriching for a range of ages and skill levels. Gain firsthand knowledge on your favorite topic with Lab for Kids.
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Content
- Intro
- Title Page
- Contents
- Introduction
- How to Use This Book
- 1 Geometry: Learn About Shapes
- Lab 1: Prisms
- Lab 2: Pyramids
- Lab 3: Antiprisms
- Lab 4: Platonic Solids
- Lab 5: Perfect Circles
- Lab 6: Try a Triangle
- Lab 7: Exact Ellipses
- Lab 8: Draw Giant Circles and Ellipses
- 2 Topology: Mind- Bending Shapes
- Lab 9: Compare and Classify Shapes
- Lab 10: Möbius Strips
- Lab 11: Möbius Surprise
- 3 Color Maps Like a Mathematician
- Lab 12: Map Coloring Basics
- Lab 13: Efficient Map Coloring
- Lab 14: Squiggle Maps
- 4 Stitching Curves
- Lab 15: Drawing Parabolas
- Lab 16: Stitching Stars
- Lab 17: Creative Curves
- 5 Fantastic Fractals
- Lab 18: Draw a Sierpinski Triangle
- Lab 19: Build a Sierpinski Triangle
- Lab 20: Draw a Koch Snowflake
- Lab 21: Draw a Square Fractal Snowflake
- Lab 22: Explore the Koch Snowflake's Perimeter
- 6 Terrific Tangrams
- Lab 23: Tangram Basics
- Lab 24: Teaser Tangrams
- Lab 25: Tougher Tangrams
- 7 Toothpick Puzzles
- Lab 26: Starter Toothpick Puzzles
- Lab 27: Toothpick Puzzles: The Next Level
- Lab 28: Challenging Toothpick Puzzles
- 8 The Game of Nim
- Lab 29: Learn to Play Nim
- Lab 30: Win Nim: The Copycat Strategy
- Lab 31: Copycat Nim as Player 1
- Lab 32: Win Nim: 1 + 2 = 3 Strategy
- 9 Graph Theory
- Lab 33: Eulerian Circuits
- Lab 34: Secrets of Eulerian Circuits Revealed
- Lab 35: Bridges of Königsberg
- Lab 36: The Euler Characteristic
- Lab 37: A Proof About the Euler Characteristic
- Pull-Outs
- Hints and Solutions
- Acknowledgments
- About the Authors
- Resources
- Index
- Copyright
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