Travel Adventures Wonders Of The World Symmetry 6 Pack

A tour of the ancient and modern wonders of the world becomes an adventure in learning geometry! Students will explore mathematics in a meaningful way by examining the shapes and symmetry of places like the Taj Mahal, Machu Picchu, the Lighthouse of Alexandria, the Hanging Gardens of Babylon, the Colosseum, and the Great Wall of China. This 6-Pack of math readers builds literacy and math content knowledge while introducing students to new concepts and vocabulary terms. Lets Explore Math sidebars, the Problem Solving section, and the mathematical charts and diagrams provide extensive opportunities for students to practice what they have learned. Text features such as a glossary, index, bold print, and a table of contents increase understanding and build academic vocabulary. The DOK-leveled Math Talk section includes questions that facilitate mathematical discourse and activities that students can respond to at home or school. This 6-Pack includes six copies of this title and a lesson plan.

A tour of the ancient and modern wonders of the world becomes an adventure in learning geometry! Students will explore mathematics in a meaningful way by examining the shapes and symmetry of places like the Taj Mahal, Machu Picchu, the Lighthouse of Alexandria, the Hanging Gardens of Babylon, the Colosseum, and the Great Wall of China. This 6-Pack of math readers builds literacy and math content knowledge while introducing students to new concepts and vocabulary terms. Lets Explore Math sidebars, the Problem Solving section, and the mathematical charts and diagrams provide extensive opportunities for students to practice what they have learned. Text features such as a glossary, index, bold print, and a table of contents increase understanding and build academic vocabulary. The DOK-leveled Math Talk section includes questions that facilitate mathematical discourse and activities that students can respond to at home or school. This 6-Pack includes six copies of this title and a lesson plan.

Read about the Seven Wonders of the Ancient World while engaged in solving geometry problems! This book seamlessly integrates the teaching of math and reading, and uses real-world examples to teach geometry concepts. Text features include a glossary, an index, captions, and a table of contents to increase students’ vocabulary and reading comprehension skills as they interact with the text. The rigorous practice problems, math charts and diagrams, and sidebars provide many opportunities for students to practice their developing math skills, and apply what they’ve learned to their everyday lives. Math Talk provides an in-depth opportunity for further problem solving.

Marco Polo Didn’t Go There is a collection of rollicking travel tales from a young writer USA Today has called “Jack Kerouac for the Internet Age.” For the past ten years, Rolf Potts has taken his keen postmodern travel sensibility into the far fringes of five continents for such prestigious publications as National Geographic Traveler, Salon.com, and The New York Times Magazine. This book documents his boldest, funniest, and most revealing journeys—from getting stranded without water in the Libyan desert, to crashing the set of a Leonardo DiCaprio movie in Thailand, to learning the secrets of Tantric sex in a dubious Indian ashram. Marco Polo Didn’t Go There is more than just an entertaining journey into fascinating corners of the world. The book is a unique window into travel writing, with each chapter containing a “commentary track”—endnotes that reveal the ragged edges behind the experience and creation of each tale. Offbeat and insightful, this book is an engrossing read for students of travel writing as well as armchair wanderers.

She could remember standing in a park near the falls, hypnotized by the sight and sound, and holding her father’s hand as they took a walk that would lead them closer. That’s what everyone wonders when they see Niagara . . . How close will their courage let them get to it? At the turn of the nineteenth century, a retired sixty-two-year-old charm school instructor named Annie Edson Taylor, seeking fame and fortune, decided to do something that no one in the world had ever done before—she would go over Niagara Falls in a wooden barrel. Come meet the Queen of the Falls and witness with your own eyes her daring ride!

This is a working camera that pops up from the pages of a book..The book concisely explains--and actively demonstrates--how a structure as humble as a folded piece of paper can tap into the intrinsic properties of light to produce a photograph.The book includes:- a piece of paper folded into a working 4x5" camera- a lightproof bag- 5 sheets of photo-paper "film"- development instructions (from complete DIY to "outsource it")- a foil-stamped cover- a satisfying demonstration of the connection between design & science / structures & functions

Art Teacherin' 101 is a book for all elementary art teachers, new and seasoned, to learn all things art teacherin' from classroom management, to taming the kindergarten beast, landing that dream job, taking on a student-teacher, setting up an art room and beyond. It's author, Cassie Stephens, has been an elementary art teacher for over 22 years and shares all that she's learned as an art educator. Art teachers, home school parents and classroom teachers alike will find tried and true ways to make art and creating a magical experience for the young artists in their life.

Martin Gardner's Mathematical Games columns in Scientific American inspired and entertained several generations of mathematicians and scientists. Gardner in his crystal-clear prose illuminated corners of mathematics, especially recreational mathematics, that most people had no idea existed. His playful spirit and inquisitive nature invite the reader into an exploration of beautiful mathematical ideas along with him. These columns were both a revelation and a gift when he wrote them; no one--before Gardner--had written about mathematics like this. They continue to be a marvel. This is the original 1988 edition and contains columns published from 1974-1976.

This text on mathematical problem solving provides a comprehensive outline of "problemsolving-ology," concentrating on strategy and tactics. It discusses a number of standard mathematical subjects such as combinatorics and calculus from a problem solver's perspective.