Calculus and Its Origins (Spectrum)
About Calculus and Its Origins (Spectrum)
Overview
Calculus and Its Origins (Spectrum) https://WebToolTip.com English | 2012 | ISBN: 0883855755 | 180 Pages | PDF (True) | 16 MB Calculus answers questions that had been explored for centuries before calculus was born. Calculus and Its Origins begins with these ancient questions and details the remarkable story of how subsequent scholars wove these inquiries into a unified theory. This book does not presuppose knowledge of calculus, it requires only a basic knowledge of geometry and algebra (simila
Frequently Asked Questions
How do I download Calculus and Its Origins (Spectrum)?
Click the magnet or torrent download button on this page to start downloading Calculus and Its Origins (Spectrum). A BitTorrent client is required.
What is the file size of Calculus and Its Origins (Spectrum)?
The total size of Calculus and Its Origins (Spectrum) is 15.8 MB.
How many seeders are available for Calculus and Its Origins (Spectrum)?
Calculus and Its Origins (Spectrum) currently has 26174 seeders, which affects download speed.
What category is Calculus and Its Origins (Spectrum) in?
Calculus and Its Origins (Spectrum) is listed under Other on 1337x.
Calculus and Its Origins (Spectrum)
https://WebToolTip.com
English | 2012 | ISBN: 0883855755 | 180 Pages | PDF (True) | 16 MB
Calculus answers questions that had been explored for centuries before calculus was born. Calculus and Its Origins begins with these ancient questions and details the remarkable story of how subsequent scholars wove these inquiries into a unified theory. This book does not presuppose knowledge of calculus, it requires only a basic knowledge of geometry and algebra (similar triangles, polynomials, factoring). Inside you will find the accounts of how Archimedes discovered the area of a parabolic segment, ibn Al-Haytham calculated the volume of a revolved area, Jyesthadeva explained the infinite series for sine and cosine, Wallis deduced the link between hyperbolas and logarithms, Newton generalized the binomial theorem, Leibniz discovered integration by parts, and much more. Each chapter ends with further results, in the form of exercises, by such luminaries as Pascal, Maclaurin, Barrow, Cauchy and Euler.
Download options
2 providers
checked 10 hours ago
Choose the provider you prefer. You normally need only one option.
Download help
Copy all
Re-check
Copy as…
Nitroflare
Available
15.8 MB
Download
Show link details
Rapidgator
Available
15.8 MB
Download
Show link details
Supporters and 50+ rating users unlock live re-check, custom-format copy.
Become a supporter