Logo

Elementary Calculus by Frederick S Woods, Frederick H Bailey

Large book cover: Elementary Calculus

Elementary Calculus
by

Publisher: Ginn and Company
ISBN/ASIN: 1112218734
Number of pages: 323

Description:
This book is adapted to the use of students in the first year in technical school or college, and is based upon the experience of the authors teaching calculus to students in the Massachusetts Institute of Technology immediately upon entrance. It is accordingly assumed that the student has had college-entrance algebra, including graphs, and an elementary course in trigonometry, but that he has not studied analytic geometry.

Home page url

Download or read it online for free here:
Download link
(multiple formats)

Similar books

Book cover: Funny Little Calculus TextFunny Little Calculus Text
by - University of Pennsylvania
This text is meant to be read and enjoyed. It assumes you've seen some Calculus before: you know what to do (differentiate / integrate) and how to do it, but you don't know what it really means -- like everything else in life ...
(12840 views)
Book cover: Calculus Made EasyCalculus Made Easy
by - The MacMillan Company
A book for the mathematically eager who know some algebra. First published in 1910, overall a million copies have been sold. Most talk of continuum and its infinities is suppressed. A remarkable and user-friendly approach to the study of calculus.
(17741 views)
Book cover: Differential CalculusDifferential Calculus
by - S. Chand And Company
This book is meant for students preparing for the B.A. and B.Sc. examinations. The treatment of the subject is rigorous but no attempt has been made to state and prove the theorems in generalised forms and under less restrictive conditions.
(43453 views)
Book cover: Elementary Algebra and CalculusElementary Algebra and Calculus
by - Bookboon
This elementary book embodies a systematic and efficient teaching method that marries modern evidence-based pedagogical findings with ideas that can be traced back to such educational and mathematical giants as Socrates and Euler.
(11532 views)