Have you been looking to learn and memorise pi to 100,000 digits? Or just looking for a gift for your friend? Then this book of Pi is perfect for you! This book contains information of how Pi is derived, where it is used in calculations and a short history on how it got to 34.1 trillion decimal places found! Click 'Buy Now' to get this at a good value.

Pi to 100000 Decimal Places gives the mathematical constant Pi to 100000 places. Each page of digits is numbered to allow quick searching of sections of pi by utilising the labelled contents pages. Also included is a "Did you know...?" section, containing facts about Pi you may or may not know already.

Have you ever wondered what the number pi is? Pi is an irrational number used in mathematics and statistics. It is well known for its use in geometry, as it is used to measure the radius of a circle. Pi is also used in physics, and is a very important number for scientists. Here are the first 100000 digits of this magic number.

This reference book contains 100,000 digits of pi. There is an infinite number of digits in pi, and this book will provide you with the first 100,000.

Pi is the most popular and important number of human history. This book exhibits 100,000 digits of Pi. The free PDF file available on the publisher's website www.bowwowpress.org

``[In the book] we are dealing with a theme which cuts across the mathematics courses classically taught in the first four years of college. Thus it offers the reader the opportunity to learn, review and give long-term thought to the concepts covered in these programmes by following the guiding thread of this favoured number.'' --from the Preface This is a clever, beautiful book. The authors trace the thread of $\pi$ through the long history of mathematics. In so doing, they touch upon many major subjects in mathematics: geometry (of course), number theory, Galois theory, probability, transcendental numbers, analysis, and, as their crown jewel, the theory of elliptic functions, which connects many of the other subjects. By this device, the authors provide a tour through mathematics, one that mathematicians of all levels, amateur or professional, may appreciate. In many cases, the tour visits well-known topics from particular special interest groups. Remarkably, $\pi$ is often found at the places of deepest beauty. The volume includes many exercises with detailed solutions. Anyone from undergraduate mathematics majors through university professors will find many things to enjoy in this book.