This text is written for the intermediate algebra course offered at both two- and four-year schools usually found in the department of mathematics. The focus of this series is to make students proficient in algebra while becoming better problem solvers. To accomplish this goal, the authors emphasize conceptual understanding. They ask students to think critically, to explore and explain concepts in writing and to extend their understanding through group activities. The environmental essays that open each chapter connect algebra to real world problem solving and can be used to stimulate class discussions and promote collaborative learning. Functions and graphing are introduced early, in Chapter Three, and then integrated throughout the rest of the text. This approach allows for visual interpretation of the mathematical concepts which in turn encourages students to develop an intuitive understanding of equations and their graphs. Also by introducing these topics early, students become familiar and comfortable with concepts that are critical to their success in future math courses. "Intermediate Algebra" includes marginal notes and examples that indicate how technology can enhance the study of algebra through exploration, visualization and geometric interpretation. The examples allow students to see the connection between algebra and the more intuitive graphic representation. They fall at the end of section discussions and may be omitted if a graphing tool is not being used. The text is written in a clear, concise style with numerous examples which are connected by thoughtful transitions that either reinforce the student's understanding of the previous concepts or prepare them for the next example. Each example is followed by a "Check Yourself" exercise that facilitates the student's active involvement in the learning process.
"synopsis" may belong to another edition of this title.
Substantially revised, this edition now begins with an introduction to the concept of function in Chapter One. This concept is then developed carefully and consistently throughout the remainder of the text.
The new NCTM/AMATYC Standards are implemented by providing an abundance of new elements including: Writing Exercises, Collaborative Learning, Exercises/Group Projects, Real-Life chapter opening vignettes with supporting theme examples and exercises, as well as many technology examples and exercises supporting both scientific and graphing calculators.
Active learning is stressed via "Check Yourself". This simple technique of providing a similar problem for students to solve after every example is the heart of the Streeter system.
In accordance with the new Standards, an appropriate introduction and consistent coverage of statistics is provided throughout.
Text available on Primis.
"About this title" may belong to another edition of this title.
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