Toys

Kaleidoskop is essentially two books in one: a cultural and literary reader with a comprehensive review of grammar. This combination allows maximum flexibility for instructors to design their own programs. The 10 topics of the Lektüre section contain a variety of texts and activities, and the 10 Kapitel of the self-contained grammar section (Grammatik) allow instructors to work with the grammar topics in whatever order they choose; the grammar chapters may be treated independently of the reading chapters or used concurrently with the Themen of the same number. Given these materials the instructor can provide a learner-centered classroom with activities that lend themselves to cooperative learning.Kaleidoskop features a flexible four-skills, learner-centered approach that promotes communication and focuses on the literature and culture of the German-speaking world. Reading plays an important role in this text, with exercises for listening, speaking and writing revolving around the wide range of authentic reading selections. These texts are authentic and include advertisements, charts, newspaper and magazine articles, letters, e-mails, forum mails, polls, interviews, biographies, songs, poems, and fiction.

Nursing Research Online consists of 14 ready-to-use, interactive modules corresponding to each chapter in the text, along with a collection of additional learning activities that faculty can use to supplement the core modules.Ready-to-use modules feature a rich variety of engaging examples - from the nursing literature, nursing practice, and everyday life - to help students grasp key concepts.Concise lessons help students process information in manageable blocks.Modules each include integrated Learning Activities, Narrated Algorithms, and a built-in Audio Glossary, to help students master nursing research.Unique Closer Look boxes expand on module content for more motivated students and bring additional insights that help all students understand difficult concepts.Reading Assignments with Focus Questions help students relate the course material to the textbook content, and focus their reading accordingly.Module Summary features conclude each module and ensure content mastery.Supplemental Resources allow the instructor to expand on and customize the course to meet the needs of their particular program:42 Discussion Questions - three for each chapter in the textbook - allow faculty to simulate classroom discussion in an online environment.5 Critiquing Activities challenge students to apply their critiquing skills to both qualitative and quantitative research articles.A Research Article Library supplements the integrated research examples and allows faculty to create customized critiquing assignments.Narrated Algorithms from the modules are available as freestanding assets to help illustrate the various types of research designs in a friendly and engaging manner.WebLinks, Image Collection, and Test Bank from the Burns & Grove Evolve website are all incorporated into the course to complement the course resources and allow the instructor maximum flexibility.

Take the fear out of math once and for all! By following a distinctive approach in explaining algebra, College Algebra helps alleviate the readers’ anxiety toward math. The book encourages them to develop sound study and problem solving skills. In order to make the material more accessible, examples are integrated throughout the chapters that contain more detailed annotations using everyday language. Also, after an example is presented, an exercise is typically included to help readers apply the material right away in order to reinforce the concepts.

In the traditional curriculum, students rarely study nonlinear differential equations and nonlinear systems due to the difficulty or impossibility of computing explicit solutions manually. Although the theory associated with nonlinear systems is advanced, generating a numerical solution with a computer and interpreting that solution are fairly elementary. Bringing the computer into the classroom, Ordinary Differential Equations: Applications, Models, and Computing emphasizes the use of computer software in teaching differential equations. Providing an even balance between theory, computer solution, and application, the text discusses the theorems and applications of the first-order initial value problem, including learning theory models, population growth models, epidemic models, and chemical reactions. It then examines the theory for n-th order linear differential equations and the Laplace transform and its properties, before addressing several linear differential equations with constant coefficients that arise in physical and electrical systems. The author also presents systems of first-order differential equations as well as linear systems with constant coefficients that arise in physical systems, such as coupled spring-mass systems, pendulum systems, the path of an electron, and mixture problems. The final chapter introduces techniques for determining the behavior of solutions to systems of first-order differential equations without first finding the solutions. Designed to be independent of any particular software package, the book includes a CD-ROM with the software used to generate the solutions and graphs for the examples. The appendices contain complete instructions for running the software. A solutions manual is available for qualifying instructors.

By integrating the use of GAP and Mathematica®, Abstract Algebra: An Interactive Approach presents a hands-on approach to learning about groups, rings, and fields. Each chapter includes both GAP and Mathematica commands, corresponding Mathematica notebooks, traditional exercises, and several interactive computer problems that utilize GAP and Mathematica to explore groups and rings. Although the book gives the option to use technology in the classroom, it does not sacrifice mathematical rigor. It covers classical proofs, such as Abel’s theorem, as well as many graduate-level topics not found in most standard introductory texts. The author explores semi-direct products, polycyclic groups, Rubik’s Cube®-like puzzles, and Wedderburn’s theorem. He also incorporates problem sequences that allow students to delve into interesting topics in depth, including Fermat’s two square theorem. This innovative textbook shows how students can better grasp difficult algebraic concepts through the use of computer programs. It encourages students to experiment with various applications of abstract algebra, thereby obtaining a real-world perspective of this area.

The new edition of An Introduction to Japanese Linguistics gives an updated, comprehensive account of Japanese linguistics, covering phonetics, phonology, morphology, syntax, semantics, language change, dialect variation, and gender differences.Changes in the new edition include a new chapter on language acquisition, which includes experimental research and its implications for phonological, syntactic, and semantic issuesIntroduces linguistic notions and terminology and discusses theoretical analyses of linguistic phenomena in the Japanese languageFocuses primarily on phonology and syntax, and adopts a generative grammar frameworkIncludes exercises exploring descriptive and theoretical issues and reading lists which introduce students to the research literature

Providing an accessible introduction to the study of word-formation, this text focuses specifically on English. Assuming no prior linguistic knowledge, Ingo Plag explains the fundamentals of word-formation, demonstrating how morphemes--the elements of a word's internal structure--can function to relate words to other words, and to create new words. Students are encouraged to undertake their own morphological analysis of English words, and are introduced to the methodological tools for obtaining and analyzing relevant data.

Designed to be used as a full course for teaching children as young as 2nd or 3rd grade, Elementary Greek may also serve as a self-teaching program for teens and adults. No previous knowledge is necessary and each concept is covered thoroughly and reviewed regularly throughout the course. Thirty weeks of daily lessons insure a complete school year of brief, incremental lessons with no additional planning. This is the third year of a three year course.

Algebra 1/2 represents a culmination of prealgebra mathematics, covering all topics normally taught in prealgebra, as well as additional topics from geometry and discrete mathematics (used in engineering and computer sciences). includes: Student Textbook (Hardcover) 123 Lessons, plus 10 Additional Topics Glossary and Index 120 Lessons. Each daily lesson includes warm-up activities, teaching of the new concept, and practice of new and previous material. Answers to odd-numbered problems 487 pages Homeschool Packet With Test Forms 31 Test Forms for homeschooling Answer Key to all Student Textbook Practices, Problem Sets, and Additional Topic Practices Answer Key to all homeschool Tests Solutions Manual Solutions to all textbook practices, problem sets, and additional topic practices Early solutions contain every step. Later solutions omit obvious steps. Final answers in bold type for accurate, efficient grading