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Math 225 Multivariable Calculus and Analytic Geometry II Spring 2012 Instructor Amites Sarkar Text Calculus: Multivariable (5th ed.) Hughes-Hallett et al. Calculator TI-85 or higher Course content This course is a continuation of Multivariable Calculus I (MATH 224). We will cover Sections 16.3, 16.5, 16.7 and Chapters 17–20 of the book. The two main themes are analytic geometry and vector calculus. Vector calculus is central to many areas of theoretical physics: for instance, Maxwell’s equations, connecting electric and magnetic elds, are written in the language of vector calculus. Someofthemostuseful tools in vector calculus are ...
TO INTRODUCTION ANALYTIC GEOMETRY BY PEECEY R SMITH, PH.D. N PROFESSOR OF MATHEMATICS IN THE SHEFFIELD SCIENTIFIC SCHOOL YALE UNIVERSITY AND AKTHUB SULLIVAN GALE, PH.D. ASSISTANT PROFESSOR OF MATHEMATICS IN THE UNIVERSITY OF ROCHESTER GINN & COMPANY BOSTON NEW YORK CHICAGO LONDON 1904, 1905, BY COPYRIGHT, ARTHUR SULLIVAN GALE ALL BIGHTS RESERVED 65.8 GINN & COMPANY PRO- PRIETORS BOSTON U.S.A. PEEFACE In preparing this volume the authors have endeavored to write a drill book for beginners which presents, in a manner conform- ing with modern ideas, the fundamental concepts of the subject. The ...
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