Download e-book for iPad: A Cultural Paradox: Fun in Mathematics by Jeffrey Zilahy

By Jeffrey Zilahy

ISBN-10: 0557122643

ISBN-13: 9780557122646

Do you're thinking that "math = striking" is a real assertion? After studying this publication, chances are you'll switch your resolution to a definite. With "jargon avoidance" in brain, this leisure math booklet promises the lowdown on why math is enjoyable, attention-grabbing and proper in cutting-edge society. meant for an individual who's fascinated with math and the place it's circa 2010. This booklet is much less inquisitive about exploring the mathematical information than it's with exploring the general influence of assorted discoveries and insights, and goals to be insightful, slicing edge-y and mathematically rigorous.

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Additional info for A Cultural Paradox: Fun in Mathematics

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Let’s start with a simple example, the letters J, A, Z. The permutations of the letters J, A and Z are JAZ, JZA, AJZ, AZJ, ZJA, ZAJ. This represents six ways to order three elements. Now it doesn't matter what the elements of the set are, they could be numbers, symbols, or people for that matter. ” symbol. ” to a number it means that to arrive at the value, you have to multiply that number by each subsequent lower integer value until you get to 1. , it really is just 3 x 2 x 1 = 6. This means then for a set of four unique letters, the number of permutations is 4!

For anyone that has dreamed of having an Ivy League education, OpenCourseWare is the closest thing to manifestation. While you cannot receive actual credit or a diploma, you can create for yourself or your learners you are instructing a very close model of what a MIT education entails. For teachers the world over, it provides an amazing template for plugging and playing the MIT course structure for many classes. It also works great simply as an accompaniment to a class. For more information, see Academic Earth or the Khan Academy.

Zeno was a Greek Philosopher who posed a set of intractable riddles that illustrate effectively the paradox of infinity. This paradox is so confounding that in a sense it uses math to imply no one can ever get anywhere. Let’s dive into the specifics to see what craziness I speak of. Start by thinking about the classic problem of trying to get from point A to point B. The points themselves do not matter so it can be from wherever you are to the nearest door or Philadelphia to New York City, to offer two quick examples.

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A Cultural Paradox: Fun in Mathematics by Jeffrey Zilahy


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