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# Excursions In Modern Mathematics 2

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**đź“’Excursions In Modern Mathematics by Peter Tannenbaum**

**Excursions in Modern Mathematics Summary :** Normal 0 false false false Excursions in Modern Mathematics introduces you to the power of math by exploring applications like social choice and management science, showing that math is more than a set of formulas. Ideal for an applied liberal arts math course, Tannenbaum's text is known for its clear, accessible writing style and its unique exercise sets that build in complexity from basic to more challenging. The Eighth Edition offers more real data and applications to connect with today's readesr, expanded coverage of applications like growth, and revised exercise sets.

**đź“’Excursions In Modern Mathematics With Mini Excursions by Peter Tannenbaum**

**Excursions in Modern Mathematics with Mini excursions Summary :** For undergraduate courses in Liberal Arts Mathematics, Quantitative Literacy, and General Education. NEW: Now with â€śMini-Excursionsâ€ť Included! These are enrichment topics that have been added at the end of each part and require an understanding of the core material covered in one or more of the chapters. Shorter than a full chapter but much more substantive than an appendix. Each mini-excursion includes its own exercise set. This very successful liberal arts mathematics textbook is a collection of â€śexcursionsâ€ť into the real-world applications of modern mathematics. The excursions are organized into four independent parts: 1) The Mathematics of Social Choice, 2) Management Science, 3) Growth and Symmetry, and 4) Statistics. Each part consists of four chapters plus a mini-excursion (new feature in 6/e). The book is written in an informal, very readable style, with pedagogical features that make the material both interesting and clear. The presentation is centered on an assortment of real-world examples and applications specifically chosen to illustrate the usefulness, relevance, and beauty of liberal arts mathematics.

**đź“’Excursions In Modern Mathematics by Peter Tannenbaum**

**Excursions in Modern Mathematics Summary :** For undergraduate courses in Liberal Arts Mathematics, Quantitative Literacy, and General Education.This very successful liberal arts mathematics textbook is a collection of " excursions" into the real-world applications of modern mathematics. The excursions are organized into four independent parts: 1) The Mathematics of Social Choice, 2) Management Science, 3) Growth and Symmetry, and 4) Statistics. Each part consists of four chapters plus a mini-excursion (new feature in 6/e). The book is written in an informal, very readable style, with pedagogical features that make the material both interesting and clear. The presentation is centered on an assortment of real-world examples and applications specifically chosen to illustrate the usefulness, relevance, and beauty of liberal arts mathematics.

**đź“’Student Resource Guide Excursions In Modern Mathematics by Dale R. Buske**

**Student Resource Guide Excursions in Modern Mathematics Summary :** Student Resource Guidecontains full worked out solutions to odd-numbered exercises from the text, "selected hints" that point the reader in one of many directions leading to a solution and keys to student success including lists of skills that will help prepare for chapter exams.

**đź“’Mathematical Excursions To The World S Great Buildings by Alexander Hahn**

**Mathematical Excursions to the World s Great Buildings Summary :** Describes the mathematics behind the design of famous buildings, including the Parthenon, the Sydney Opera House, and the Bilbao Guggenheim.

**đź“’Basic Concepts In Modern Mathematics by John Edward Hafstrom**

**Basic Concepts in Modern Mathematics Summary :** An in-depth overview of some of the most readily applicable essentials of modern mathematics, this concise volume is geared toward undergraduates of all backgrounds as well as future math majors. Topics include the natural numbers; sets, variables, and statement forms; mappings and operations; groups; relations and partitions; integers; and rational and real numbers. 1961 edition.

**đź“’Excursions In Number Theory by Charles Stanley Ogilvy**

**Excursions in Number Theory Summary :** Challenging, accessible mathematical adventures involving prime numbers, number patterns, irrationals and iterations, calculating prodigies, and more. No special training is needed, just high school mathematics and an inquisitive mind. "A splendidly written, well selected and presented collection. I recommend the book unreservedly to all readers." â€” Martin Gardner.

**đź“’Excursions In Geometry by Charles Stanley Ogilvy**

**Excursions in Geometry Summary :** A straightedge, compass, and a little thought are all that's needed to discover the intellectual excitement of geometry. Harmonic division and Apollonian circles, inversive geometry, hexlet, Golden Section, more. 132 illustrations.

**đź“’Mathematical Excursions by Richard N. Aufmann**

**Mathematical Excursions Summary :** MATHEMATICAL EXCURSIONS, Third Edition, teaches students that mathematics is a system of knowing and understanding our surroundings. For example, sending information across the Internet is better understood when one understands prime numbers; the perils of radioactive waste take on new meaning when one understands exponential functions; and the efficiency of the flow of traffic through an intersection is more interesting after seeing the system of traffic lights represented in a mathematical form. Students will learn those facets of mathematics that strengthen their quantitative understanding and expand the way they know, perceive, and comprehend their world. We hope you enjoy the journey. Important Notice: Media content referenced within the product description or the product text may not be available in the ebook version.

**đź“’Excursions In Mathematics by C. Stanley Ogilvy**

**Excursions in Mathematics Summary :** This lively and accessible exploration of the nature of mathematics examines the role of the mathematician as well as the four major branches: number theory, algebra, geometry, and analysis.