I See a Pattern Here, by Bruce Goldstone
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I See a Pattern Here, by Bruce Goldstone
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Patterns are fascinating! They can be so beautiful that people come from all over the world to see them, or so familiar you hardly notice them. They appear everywhere: beehives, dinner plates, even the bottoms of your shoes! With stunning photographs that show diverse examples from nature and artwork around the world, Bruce Goldstone reveals the secrets behind patterns―and gives you some fun ideas for making your own.
I See a Pattern Here, by Bruce Goldstone- Amazon Sales Rank: #284450 in Books
- Brand: Goldstone, Bruce
- Published on: 2015-03-10
- Released on: 2015-03-10
- Original language: English
- Number of items: 1
- Dimensions: 11.32" h x .32" w x 8.75" l, 1.00 pounds
- Binding: Hardcover
- 32 pages
From School Library Journal Gr 2–4—This attractive picture book is a colorful addition for general collections but can be used to expand a math or social studies library. Relying on a conversational tone and using relatable examples from a wide variety of cultures, the author draws in readers easily as he discusses concepts related to patterns while also tying in social studies, nature, and math vocabulary. Strategically placed questions ("What flips can you find in these patterns?") will engage kids further (an answer key is included at the end). Children are introduced to a wide variety of concepts: math-related ones, such as symmetry and reflection, as well as those that are tied to specific cultures—African mud cloths or the Pantheon's dome in Rome. Bold, striking photographs of everyday objects, such as tiles, mosaics, bee hives, animals, cars, cathedrals, and seashells are used to support the text. Informational text boxes titled "MathSpeak" provide greater detail throughout on topics such as symmetry and scaling. An excellent overview.—Tracey Wong, P.S. 54/Fordham Bedford Academy, Bronx, NY
Review
“Goldstone gives a thorough primer on the many forms patterns can take, the ways they are constructed, and the places-both natural and manmade-they can be found.... Readers will be hard pressed not to search for patterns everywhere they look after finishing this one.” ―Publishers Weekly
“This colorful book challenges readers to recognize patterns and to notice how they differ from one another . . . A useful, attractive introduction to patterns.” ―Booklist
“With crisply reproduced pictures...that are as beautiful as they are effective, this successful math lesson doubles as an aesthetic pleasure.” ―BCCB
“This attractive picture book is a colorful addition for general collections . . . An excellent overview.” ―School Library Journal
“* A smart intro to a pivotal math concept.” ―Publishers Weekly, starred review on That's a Possibility
“* Easily understandable for children and great fun as well. . . . A boon to teachers.” ―School Library Journal, starred review on That's a Possibility
“* Wonderfully apropos pictures, solid information and sheer breadth.” ―Kirkus Reviews, starred review on Awesome Autumn
“A model of how to do it right.” ―The New York Times Book Review on Great Estimations
About the Author
Bruce Goldstone is the author of That's a Possibility, Great Estimations, 100 Ways to Celebrate 100 Days, and Awesome Autumn, among other titles. He lives in New York City.
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Most helpful customer reviews
0 of 0 people found the following review helpful. Excellent introduction to the math and art of patterns By Janet Hamilton Summary: Patterns can be made in many different ways. This book looks at some of them, such as sliding, rotating, flipping, squishing, and stretching. Photos show examples of different types of patterns occurring in nature and works of art from around the world. “MathSpeak” boxes give mathematical terms for the different ways patterns are created. The last two pages show ways to create patterns of your own. Grades K-3.Pros: An excellent introduction to patterns that could be used for both math and art. The pages are appealing with plenty of white space between the colorful photos.Cons: Although patterns seem cool and fun, I never really understood why they were emphasized quite so much in the elementary math curriculum
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