In this course, the student will build on and apply what you learned in the introductory macroeconomics course. The student will use the concepts of output, unemployment, inflation, consumption, and investment to study the dynamics of an economy at a more advanced level. As the course progresses, the student will gain a better appreciation for how policy shifts and changes in one sector impact the rest of the macroeconomy (whether the impacts are intended or unintended). The student will also examine the causes of inflation and depression, and discuss various approaches to responding to them. By the end of this course, the student should be able to think critically about the economy and develop your own unique perspective on various issues. Upon successful completion of this course, the student will be able to: Explain the standard theory in macroeconomics at an intermediate level; Explain and use the basic tools of macroeconomic theory, and apply them to help address problems in public policy; Analyze the role of government in allocating scarce resources; Explain how inflation affects entire economic systems; Synthesize the impact of employment and unemployment in a free market economy; Build macroeconomic models to describe changes over time in monetary and fiscal policy; Compare and contrast arguments concerning business, consumers and government, and make good conjectures regarding the possible solutions; Analyze the methods of computing and explaining how much is produced in an economy; Apply basic tools that are used in many fields of economics, including uncertainty, capital and investment, and economic growth. (Economics 202)

This course is designed to extend the student's knowledge of the basic microeconomic principles that will provide the foundation for their future work in economics and give them insight into how economic models can help us think about important real world phenomena. Topics include supply and demand interaction, utility maximization, profit maximization, elasticity, perfect competition, monopoly power, imperfect competition, and game theory. Upon successful completion of this course, the student will be able to: Explain the standard theory in microeconomics at an intermediate level; Explain and use the basic tools of microeconomic theory, and apply them to help address problems in public policy; Analyze the role of markets in allocating scarce resources; Explain both competitive markets, for which basic models of supply and demand are most appropriate, and markets in which agents act strategically, for which game theory is the more appropriate tool; Synthesize the impact of government intervention in the market; Develop quantitative skills in doing economic cost and consumer analysis using calculus; Compare and contrast arguments concerning business and politics, and make good conjectures regarding the possible solutions; Analyze the economic behavior of individuals and firms, and explore how they respond to changes in the opportunities and constraints that they face and how they interact in markets; Apply basic tools that are used in many fields of economics, including household economics, labor economics, production theory, international economics, natural resource economics, public finance, and capital markets. (Economics 201)

International Finance Theory and Policy is built on Steve Suranovic’s belief that to understand the international economy, students need to learn how economic models are applied to real world problems. It is true what they say, that ”economists do it with models.“ That’s because economic models provide insights about the world that are simply not obtainable solely by discussion of the issues.

International Finance Theory and Policy develops a unified model of the international macroeconomy. The text provides detailed descriptions of major macroeconomic variables, covers the interest rate parity and purchasing power parity theories of exchange rate determination, takes an exhaustive look at the pros and cons of trade imbalances and presents the well-known AA-DD model to explore the effects of fiscal and monetary policy under both fixed and flexible exchange rates.

The models are developed, not by employing advanced mathematics, but rather by walking students through a detailed description of how a model’s assumptions influence its conclusions. But more importantly, each model and theory is connected to real world policy issues.

The Finance Text has the following unique features: 1). Begins with an historical overview of the international macroeconomy to provide context for the theory. 2). Concludes with a detailed discussion of the pros and cons of fixed and floating exchange rate systems. 3. Provides an extensive look at the issue of trade imbalances. Readers learn techniques to evaluate whether a country's trade deficit (or surplus) is dangerous, beneficial, or benign. 4). Explains how purchasing power parity is used to make cross country income comparisons. 5). Offers clear detailed explanations of the AA-DD model. 6). Applies the AA-DD model to understand the effects of monetary and fiscal policy on GDP, the exchange rate, and the trade balance.

International Finance: Theory and Policy by Steve Suranovic is intended for a one-semester course in International Finance.

In this course, the student will first learn about waves and oscillations in extended objects using classical mechanics. The course will then examine the sources and laws that govern static electricity and magnetism. A brief look at electrical measurements and circuits will help establish how electromagnetic effects are observed, measured, and applied. These topics lead to an examination of how Maxwell's equations unify electric and magnetic effects and how the solutions to Maxwell's equations describe electromagnetic radiation, which will serve as the basis for understanding all electromagnetic radiation, from very low frequency radiation emitted by power transmission lines to the most powerful astrophysical gamma rays. The course also investigates optics and launches a brief overview of Einstein's special theory of relativity. A basic knowledge of calculus is assumed. (Physics 102; See also: Biology 110, Chemistry 002, Mechanical Engineering 006)

This course will survey physics concepts and their respective applications; it is intended as a basic introduction to the current physical understanding of our universe. In this course, the student will study physics from the ground up, learning the basic principles of physical law, their application to the behavior of objects, and the use of the scientific method in driving advances in this knowledge. This course focuses on Newtonian mechanics--how objects move and interact--rather than Electromagnetism or Quantum Mechanics. While mathematics is the language of physics, the student need only be familiar with high school-level algebra, geometry, and trigonometry; the small amount of additional math needed will be developed during the course. (Physics 101; See also: Biology 109, Chemistry 001, Mechanical Engineering 005)

This course covers descriptive statistics, the foundation of statistics, probability and random distributions, and the relationships between various characteristics of data. Upon successful completion of the course, the student will be able to: Define the meaning of descriptive statistics and statistical inference; Distinguish between a population and a sample; Explain the purpose of measures of location, variability, and skewness; Calculate probabilities; Explain the difference between how probabilities are computed for discrete and continuous random variables; Recognize and understand discrete probability distribution functions, in general; Identify confidence intervals for means and proportions; Explain how the central limit theorem applies in inference; Calculate and interpret confidence intervals for one population average and one population proportion; Differentiate between Type I and Type II errors; Conduct and interpret hypothesis tests; Compute regression equations for data; Use regression equations to make predictions; Conduct and interpret ANOVA (Analysis of Variance). (Mathematics 121; See also: Biology 104, Computer Science 106, Economics 104, Psychology 201)

David W. Ball of Cleveland State University brings his new survey of general chemistry text, Introductory Chemistry, to the market with a fresh theme that will be sure to hold student interest: "Chemistry is Everywhere." Introductory Chemistry is intended for a one-semester introductory or preparatory chemistry course. Throughout the chapters, David presents two features that reinforce the theme of the textbook, that chemistry is everywhere.The first is the boxed feature titled, appropriately, “Chemistry is Everywhere”. This feature takes a topic of the chapter and demonstrates how this topic shows up in everyday life. In the introductory chapter, “Chemistry is Everywhere” focuses on the personal hygiene products that students may use every morning: toothpaste, soap, shampoo among others. These products are chemicals, aren’t they? This book explores some of the chemical reactions like the ones that give students clean and healthy teeth, and shiny hair. This feature makes it clear to students that chemistry is, indeed, everywhere, and it will promote student retention in what is sometimes considered an intimidating course.The second boxed feature focuses on chemistry that students likely indulge in every day: eating and drinking. In the “Food and Drink App”, David discusses how the chemistry of the chapter applies to things that students eat and drink every day. Carbonated beverages depend on the behavior of gases, foods contain acids and bases, and everyone actually eats certain rocks. (Yikes!) Cooking, eating, drinking, metabolism – all chemical processes students are involved with all the time. These features allow students to see the things we interact with every day in a new light – as chemistry.Just like many of the one-semester chemistry books you may be used to, each section in David Ball's <="" em=""> starts with one or more Learning Objectives, which list the main points of the section. Each section ends with Key Takeaways, which are reviews of the main points of the section. Each chapter is full of examples to illustrate the key points of the materials, and each example is followed with a similar “Test Yourself” exercise to see if the student understands the concept. Each section ends with its own set of paired exercises to practice the material from that section, and each chapter ends with a section of “Additional Exercises” that are more challenging or require multiple steps or skills to answer.David took the time to treat mathematical problems in Introductory Chemistry one of two ways, either as a conversion-factor problem or as a formula problem. David believes having two basic mathematical approaches (converting and formulas) allows the text to focus on the logic of the approach and not tricks or shortcuts; which speaks to the final point about Introductory Chemistry.You'll notice that David took no shortcuts with the material in this text, his inviting writing style, concise approach, consistent presentation, and interesting pedagogy have given it some of the best peer reviews we've seen at Flat World. So, order a desk copy or dive in now to see for yourself.

Terence Lau & Lisa Johnson’s The Legal and Ethical Environment of Business is a book for today’s student, who expects learning to be comprised not only of substance, but also of interactive exercises and multimedia. This book streamlines the presentation of material to ensure that every page is relevant, engaging, and interesting to undergraduate business students, without losing the depth of coverage that they need to be successful in their academic journeys and in their professional careers. This is not Legal Environment of Business (LEB) “light.” Rather, this is LEB without risk of students’ eyes glazing over in boredom or from lack of comprehension. This is LEB presented in an exciting way, where every page is interesting to students and relevant to real life.

The authors recognize that the sheer volume of information to be covered in a LEB course makes it one of the more challenging courses for the business undergraduate. Not only do typical LEB texts read like the first year curriculum at law school, but also the LEB course is grounded in the humanities, which can make the subject even more demanding for students who are also taking statistics, economics, finance, and accounting.

Each chapter contains not only substantive law, but also illustrative videos, interactive exercises for hands-on learning, and discussion questions for critical thought. Additionally, each chapter presents “A Question of Ethics” section, which contains real world ethical dilemmas relevant to the topic under study. These videos, exercises, discussion questions, and ethics sections all provide opportunities for students to apply concepts that they are learning in the context of relevant LEB topics that shape or restrain actual decision-makers’ actions. It’s real world practice in the safety of the classroom environment.

Lau & Johnson’s The Legal and Ethical Environment of Business is a textbook that students will enjoy reading. This will encourage them to come to class prepared, and free you to teach the kind of course you want to teach. Request a desk copy and see for yourself.

This textbook, Macroeconomics: Theory Through Applications, centers around student needs and expectations through two premises: … Students are motivated to study economics if they see that it relates to their own lives. … Students learn best from an inductive approach, in which they are first confronted with a problem, and then led through the process of solving that problem.

Many books claim to present economics in a way that is digestible for students; Russell and Andrew have truly created one from scratch. This textbook will assist you in increasing students’ economic literacy both by developing their aptitude for economic thinking and by presenting key insights about economics that every educated individual should know.

How? Russell and Andrew have done three things in this text to accomplish that goal:

1. Applications Ahead of Theory: They present all the theory that is standard in Principles books. But by beginning with applications, students get to learn why this theory is needed.

2. Learning through Repetition: Important tools appear over and over again, allowing students to learn from repetition and to see how one framework can be useful in many different contexts.

3. A Student’s Table of Contents vs. An Instructor’s Table of Contents: There is no further proof that Russell and Andrew have created a book aimed specifically at educating students about economics than their two tables of contents.

The intended audience of the textbook is first-year undergraduates taking courses on the principles of macroeconomics and microeconomics. Many may never take another economics course. We aim to increase their economic literacy both by developing their aptitude for economic thinking and by presenting key insights about economics that every educated individual should know. We have written a fundamentally different text for principles of economics, based on two premises: Students are motivated to study economics if they see that it relates to their own lives, and students learn best from an inductive approach, in which they are first confronted with a question and then led through the process of how to answer that question.

Management Information Systems (MIS) is a formal discipline within business education that bridges the gap between computer science and the well-known business disciplines of finance, marketing, and management.

The financial crisis of 2007-8 has already revolutionized institutions, markets, and regulation. Wright's Money and Banking V 2.0 captures those revolutionary changes and packages them in a way that engages undergraduates enrolled in Money and Banking and Financial Institutions and Markets courses.

Minimal mathematics, accessible language, and a student-oriented tone ease readers into complex subjects like money, interest rates, banking, asymmetric information, financial crises and regulation, monetary policy, monetary theory, and other standard topics. Numerous short cases, called "Stop and Think" boxes, promote internalization over memorization. Exercise drills ensure basic skills competency where appropriate. Short, snappy sections that begin with a framing question enhance readability and encourage assignment completion.

In this course, you will be exposed to a number of different sub-fields within finance. You will learn how to determine which projects have the best potential payoff, to manage investments, and even to value stocks. In the end, you will discover that all finance boils down to one concept: return. In essence, finance asks: ŇIf I give you money today, how much money will I get back in the future?Ó Though the answer to this question will vary widely from case to case, by the time you finish this course, you will know how to find the answer.

The purpose of this course is to provide the student with a basic understanding of the principles of microeconomics. At its core, the study of economics deals with the choices and decisions that have to be made in order to manage scarce resources available to us. Microeconomics is the branch of economics that pertains to decisions made at the individual level, i.e. by individual consumers or individual firms, after evaluating resources, costs, and tradeoffs. "The economy" refers to the marketplace or system in which these choices interact with one another. In this course, the student will learn how and why these decisions are made and how they affect one another in the economy. Upon successful completion of this course, students will be able to: Think intuitively about economic problems; Identify how individual economic agents make rational choices given scarce resources and will know how to optimize the use of resources at hand; Understand some simplistic economic models related to Production, Trade, and the Circular Flow of Resources; Analyze and apply the mechanics of Demand and Supply for Individuals, Firms, and the Market; Apply the concept of Marginal Analysis in order to make optimal choices and identify whether the choices are 'efficient' or 'equitable'; Apply the concept of Elasticity as a measure of responsiveness to various variables; Identify the characteristic differences amongst various market structures, namely, Perfectly Competitive Markets, Non-Competitive Markets, and Imperfectly Competitive Markets and understand the differences in their operation; Analyze how the Demand and Supply technique works for the Resource Markets. (Economics 101; See also: Business Administration 200)

Principles of Sociological Inquiry: Qualitative and Quantitative Methods emphasizes the relevance of research methods for the everyday lives of its readers, undergraduate students. Each chapter describes how research methodology is useful for students in the multiple roles they fill: (1) as consumers of popular and public information, (2) as citizens in a society where findings from social research shape laws, policies, and public life, and (3) as current and future employees. Connections to these roles are made throughout and directly within the main text of the book. Principles of Sociological Inquiry: Qualitative and Quantitative Methods also provides balanced coverage of qualitative and quantitative approaches by integrating a variety of examples from recent and classic sociological research. The text challenges students to debate and discuss the strengths and weaknesses of both approaches.

This course covers the entire family of programming languages, starting with an introduction to programming languages in general and a discussion of the features and functionality that make up a modern programming language. Upon successful completion of this course, the student will be able to: identify the common concepts used to create programming languages; compare and contrast factors and commands that affect the programming state illustrate how execution ordering affects programming; identify the basic objects and constructs in Object-Oriented Programming; explain the characteristics of pure functional functions in functional programming; describe the structures and components utilized in logical programming. (Computer Science 404)

This book is intended for the Risk Management and Insurance course where Risk Management is emphasized.

When we think of large risks, we often think in terms of natural hazards such as hurricanes, earthquakes or tornadoes Perhaps man-made disasters come to mind such as the terrorist attacks in the U.S. on September 11, 2001. Typically we have overlooked financial crises, such as the credit crisis of 2008. However, these types of man-made disasters have the potential to devastate the global marketplace. Losses in multiple trillions of dollars and in much human suffering and insecurity are already being totaled, and the global financial markets are collapsing as never before seen.

Risk management will be a major focal point of business and societal decision–making in the 21st century. A separate focused field of study, it draws on core knowledge bases from law, engineering, finance, economics, medicine, psychology, accounting, mathematics, statistics and other fields to create a holistic decision-making framework that is sustainable and value- enhancing. This is the subject of this book.

This course is designed to introduce the student to the study of Calculus through concrete applications. Upon successful completion of this course, students will be able to: Define and identify functions; Define and identify the domain, range, and graph of a function; Define and identify one-to-one, onto, and linear functions; Analyze and graph transformations of functions, such as shifts and dilations, and compositions of functions; Characterize, compute, and graph inverse functions; Graph and describe exponential and logarithmic functions; Define and calculate limits and one-sided limits; Identify vertical asymptotes; Define continuity and determine whether a function is continuous; State and apply the Intermediate Value Theorem; State the Squeeze Theorem and use it to calculate limits; Calculate limits at infinity and identify horizontal asymptotes; Calculate limits of rational and radical functions; State the epsilon-delta definition of a limit and use it in simple situations to show a limit exists; Draw a diagram to explain the tangent-line problem; State several different versions of the limit definition of the derivative, and use multiple notations for the derivative; Understand the derivative as a rate of change, and give some examples of its application, such as velocity; Calculate simple derivatives using the limit definition; Use the power, product, quotient, and chain rules to calculate derivatives; Use implicit differentiation to find derivatives; Find derivatives of inverse functions; Find derivatives of trigonometric, exponential, logarithmic, and inverse trigonometric functions; Solve problems involving rectilinear motion using derivatives; Solve problems involving related rates; Define local and absolute extrema; Use critical points to find local extrema; Use the first and second derivative tests to find intervals of increase and decrease and to find information about concavity and inflection points; Sketch functions using information from the first and second derivative tests; Use the first and second derivative tests to solve optimization (maximum/minimum value) problems; State and apply Rolle's Theorem and the Mean Value Theorem; Explain the meaning of linear approximations and differentials with a sketch; Use linear approximation to solve problems in applications; State and apply L'Hopital's Rule for indeterminate forms; Explain Newton's method using an illustration; Execute several steps of Newton's method and use it to approximate solutions to a root-finding problem; Define antiderivatives and the indefinite integral; State the properties of the indefinite integral; Relate the definite integral to the initial value problem and the area problem; Set up and calculate a Riemann sum; Estimate the area under a curve numerically using the Midpoint Rule; State the Fundamental Theorem of Calculus and use it to calculate definite integrals; State and apply basic properties of the definite integral; Use substitution to compute definite integrals. (Mathematics 101; See also: Biology 103, Chemistry 003, Computer Science 103, Economics 103, Mechanical Engineering 001)

Small Business Management in the 21st Century offers a unique perspective and set of capabilities for instructors. The authors designed this book with a “less can be more” approach, and by treating small business management as a practical human activity rather than as an abstract theoretical concept.

The text has a format and structure that will be familiar to you if you use other books on small business management. Yet it brings a fresh perspective by incorporating three distinctive and unique themes and an important new feature (Disaster Watch) which is embedded throughout the entire text. These themes assure that students see the material in an integrated context rather than a stream of separate and distinct topics.

First, the authors incorporate the use of technology and e-business as a way to gain competitive advantage over larger rivals. Technology is omnipresent in today’s business world. Small business must use it to its advantage. We provide practical discussions and examples of how a small business can use these technologies without having extensive expertise or expenditures.

Second, they explicitly acknowledge the constant need to examine how decisions affect cash flow by incorporating cash flow impact content in several chapters. As the life blood of all organizations, cash flow implications must be a factor in all business decision-making.

Third, they recognize the need to clearly identify sources of customer value and bring that understanding to every decision. Decisions that do not add to customer value should be seriously reconsidered.

Small Business Management in 21st Century boasts a new feature called Disaster Watch scenarios. Few texts cover, in any detail, some of the major hazards that small business managers face. Disaster Watch scenarios, included in most chapters, cover topics that include financing, bankers, creditors, employees, customers who don’t pay, economic downturns, and marketing mistakes.

This course presents software engineering concepts and principles in parallel with the software development life cycle. Topics addressed include the Software Development Life Cycle (SDLC), software modeling using Unified Modeling Language (UML), major phases of SDLC (Software Requirements and Analysis, Software Design, and Software Testing), and project management. Upon successful completion of this course, the student will be able to: demonstrate mastery of software engineering knowledge and skills, and professional issues necessary to practice software engineering; discuss principles of software engineering; describe software development life cycle models; learn principles of software modeling through UML as a modeling language; identify major activities and key deliverables in a software development life cycle during software requirements and analysis, software design, and software testing; apply the object-oriented methodology in software engineering to create UML artifacts for software analysis and requirements, software design, and software testing; apply project management concepts in a software engineering environment to manage project, people, and product; participate as an individual and as part of a team to deliver quality software systems. This free course may be completed online at any time. (Computer Science 302)