Breaking the Barriers: Helping Female and Minority Students Succeed in Mathematics and Science

May 3, 2011 Posted by

The current global marketplace demands more workers who are scientifically literate, yet few are being adequately prepared to meet that demand. Particularly underrepresented are women and minorities, who often lack the social and academic support that stimulate and sustain interest in science, math, and engineering. The authors of this book demonstrate that early intervention, especially during grades 4 through 8, can help overcome some of these obstacles. They show how increased career awareness and exposure to mentors and role models can help students see science and math-related careers as desirable and viable options. And they explain how test preparation, activity-based instruction, cooperative learning, and tutoring can help to improve academic outcomes. The authors also provide critical information on ten successful intervention programs, including MESA, Project SEED, and Operation SMART – and they offer practitioners specific guidance for developing, funding, and implementing similar programs in their own schools.

 

Kaplan CBEST, 3rd Ed

May 3, 2011 Posted by

This guide includes: 3 full-length practice testsDiagnostic test to build a personalized study planDetailed explanations for every answerDozens of practice questionsIn-depth content review for Reading, Math, and Writing topicsConcise section summaries for quick reviewPowerful strategies to help you take control and succeed on the exam

 

Physics

May 3, 2011 Posted by

What is the connection between this painting and physics? In Marcel Duchamp’s 1912 painting, we view a woman at several times during her descent of a staircase, very much like Einstein’s spacetime diagrams. The woman’s features are uncertain, abstract, like a blurred photographic time exposure of a moving figure. Historians believe it was no coincidence that abstract art and modern physics both originated during 1900- 1914. Early 20th century cubist painters such as Duchamp and Pablo Picasso experienced the same currents of thought that influenced the theory of relativity and the origins of quantum physics. Albert Einstein’s unification of space and time into a single abstract spacetime with time as the fourth dimension was similar to Picasso’s and Duchamp’s portrayal of reality as abstract volumes or cubes viewed from several perspectives and times simultaneously. Such connections between art and science shouldn’t be viewed from a causal perspective. It’s not as though Duchamp decided to inject relativity or quantum physics into his paintings. Instead, new ideas about space, time, and determinism were in the air, and perspective people such as Einstein, Picasso, and Duchamp reflected these ideas in their own creations. What professors are saying: This is close to ideal for true liberal arts students, especially those who want to make the world better, or at least resist unhealthy trends, and who want to argue about the things they care about. The author has a passion for relevance and environmental issues. -Doanld Franceshetti, University of Memphis Hobson’s textbook is both well named and well constructed. Its coverage of modern physics presents a conceptual grasp of some ofthe most exciting developments in the physics of our day. -Leon M. Lederman, Pritzker Professor of Science, IIT (Illinois Institute of Technology); Resident Scholar, IMSA (Illinois Math and Science Academy); Director Emeritus, Fermilab; and Nobel Laureate Physics, 1988. Its an excellent introduction at a conceptual level to some of the basic principles of physics. He does an excellent job of developing his themes of the scientific process, the social context of physics, energy, and the significance of post-Newtonian physics. -Louis Schwartzkopf, Minnesota State University It has the best (and the most modern) discussion of quantum mechanics that I’ve ever seen-much clearer than some of the famous writers. – Marc Sher, William and Mary When I examined the first edition of Hobson’s Physics Concepts and Connections, I thought that it was the best of many physics texts for non-scientist that I had seen, and the later editions have further improvements over the first. He presents a remarkably comprehensive survey of the physical world with lucidity, accuracy, and- above all- fascination. Hobson unforgettably reminds his readers of the social implications of physics and the inseparability of knowledge and values. – Abner Shimon, Boston University

 

Dynamics in Infinite Dimensions

May 3, 2011 Posted by

This book presents an introduction to the geometric theory of infinite dimensional dynamical systems. Many of the fundamental results are presented for asymptotically smooth dynamical systems that have applications to functional differential equations as well as classes of dissipative partial differential equations. However, as in the earlier edition, the major emphasis is on retarded functional differential equations. This updated version also contains much material on neutral functional differential equations. The results in the earlier edition on Morse-Smale systems for maps are extended to a class of semiflows, which include retarded functional differential equations and parabolic partial differential equations.pFrom the reviews of the second edition:ppThis book presents a contemporary geometric theory of infinite-dimensional dynamical systems where the major emphasis is on retarded functional-differential equations. ??? Each chapter contains some abstract theorems but the authors give some examples as well illustrating these general results and having interesting applications. ??? This interesting book will be useful for researchers working in this field and, due to numerous examples, also for mathematicians working in applications. (Sergei A. Vakulenko, Mathematical Reviews, 2004 j)pThe first book, like the present one, is to a large extent devoted to functional differential equations. ??? The present editions of chapters that appeared in the first book, Invariant sets and attractors, Functional differential equations on manifolds, The dimension of the attractor, Attractor sets as C1-manifolds, The Kupka-Smale theorem, Conley index in noncompact spaces, are up-dated and contain additional examples. As the first book of the authors, the present one will be of interest and will be useful to a broad group of readers. (Peter Pol??cik, Zentralblatt MATH, Vol. 1002 (2), 2003)From the reviews of the second edition:pThis book presents a contemporary geo@K*=p£× ¾Û€

 

Where’s the Wonder in Elementary Math?: Encouraging Mathematical Reaso

May 3, 2011 Posted by

pThis book argues that even in today’s high-stakes testing environment, ‘teaching to the test’ need not be teachers only focus as they introduce young children to mathematics. Judith McVarish demonstrates how building a community of learners and using problem solving to engage students can help teachers encourage students disposition to creative thinking and reasoningskills that may can otherwise become lost due to the pressure of the many other expectations placed upon both teachers and students. This book offers strategies for infusing mathematics learning and reasoning into elementary school classrooms while meeting curriculum and testing mandates. The teacher researcher component of each chapter provides a vehicle for teachers to bring their own expertise and questions back into the teaching and learning equation.

 

Flight Stability and Automatic Control

May 3, 2011 Posted by

This edition of this this flight stability and controls guide features an unintimidating math level, full coverage of terminology, and expanded discussions of classical to modern control theory and autopilot designs. Extensive examples, problems, and historical notes, make this concise book a vital addition to the engineer’s library.

 

Adding and Subtracting in Math Club

May 3, 2011 Posted by

Adding and Subtracting in Math Club

 

Hot-Dog Math

May 3, 2011 Posted by

Join Mickey and the gang for the annual Hot Diggety Dog Cook-Off. Mickey and Minnie are determined to win. They”ve even built their own hot dog cart! When a gust of windcarries away their cart, Mickey and Minnie go on a wild chase. How will they stop the cart? Who will win the Cook-Off? Find out in this hot diggety dog adventure!After reading the story, play your very own game of Hot-Dog Math using the included game board set with die, four playing pieces, and hot-dog-sandwich pieces you collect. Math has never been so much fun-or tasty!MICKEY MOUSE CLUBHOUSE IS HUGE!: The premiere of Mickey Mouse Clubhouse delivered the highest ratings ever for a Playhouse Disney series premiere among Kids 2-5, Girls 2-5, Households, and Total Viewers. It also premiered at #1 among all basic cable networks in its time period for Kids 2-5. Mickey Mouse Clubhouse shows no signs of slowing down as it settles in to its first season. It is the number one show among preschoolers!

 

A Basic Math Approach to Concepts of Chemistry

May 3, 2011 Posted by

In this edition, Leo Michels continues to offer a review of math concepts and basic chemical principles with an emphasis on the mathematical and conceptual skills needed for preparatory and general chemistry. The book is divided into frames, each of which contains questions and problems with answers that appear on the same page, allowing students to grasp each new idea before proceeding to more difficult material. The book also includes self-evaluation tests, which appear at the end of each unit with the answers appearing in the back of the book. Michels uses SI units and current abbreviations for measurements and addresses the calculator. This book works as a stand-alone text or as a supplement to a preparatory chemistry text such as Morris Hein and Susan Arena’s Foundations of College Chemistry, 10th and 7th Alternate Editions.

 

Learning and Teaching Early Math

May 3, 2011 Posted by

In this important new book for pre- and in-service teachers, early math experts Douglas Clements and Julie Sarama show how learning trajectories help teachers become more effective professionals. By opening up new windows to seeing young children and the inherent delight and curiosity behind their mathematical reasoning, learning trajectories ultimately make teaching more joyous. They help teachers understand the varying level of knowledge and thinking of their classes and the individuals within them as key in serving the needs of all children. In straightforward, no-nonsense language, this book summarizes what is known about how children learn mathematics, and how to build on what they know to realize more effective teaching practice. It will help teachers understand the learning trajectories of early mathematics and become quintessential professionals.