Multivariable Calculus: Student Solutions Manual

by Daniel K. Clegg and James Stewart

Book Overview

Provides completely worked-out solutions to all odd-numbered exercises within the text, giving you a way to check your answers and ensure that you took the correct steps to arrive at an answer. This description may be from another edition of this product.

• Format: Hardcover
• Language: English
• ISBN: 0534359574
• ISBN13: 9780534359577
• Release Date: January 1999
• Publisher: WADSWORTH
• Length: 293 Pages
• Weight: 0.77 lbs.
• Dimensions: 9.5" x 7.5" x 0.8"

Customer Reviews

Very helpful!

This solutions manual was extremely helpful completing homework and preparing for quizes and tests. I would not have been able to make an A in the class without it.

Great

Unbelievable solution manual. Shows how to work out problems, so you don't want to burn your book after working for three hours on change of variable triple integrals, etc. A definite must for the last few chapters of the Stewart book.

Excellent Book

This book is a guide of Chapters 11 to the end of the Stewart Transcendental Calculus book. It is just as good as the single version edition, with clear answers that are well drawn out.

Who this book really helps

Many of the above reviews are contradictory... Here's the scoop as I see it... THIS BOOK: MULTIVARIABLE CALC is for the last several chapters (13-18)... Much of Calc III covers atleast 13 and 14... If you are in Calc I or II, use the SINGLE VARIABLE Solutions manual (Chapters 1-12)... Just straightening things out... Hope this helps!

A Very Useful Study Aid

This manual gives the solutions, with work, to the odd-numbered exercises in James Stewart's Multivariable Calculus (fourth edition). This coincides with chapters 11-18 of his Calculus (fourth edition) and chapters 10-17 of his Calculus: Early Transcendentals. It is both concise and sufficient, and can be a very useful tool for understanding the concepts taught by the exercises in each section. It is equally useful for helping on a problem when one gets stuck. (Of course, these benefits will be curtailed if you have a teacher who compulsively assigns even-numbered exercises simply to annoy the students.) Also keep in mind that the manual covers only the multivariate portion of the Stewart texts, typically covered during the third semester of college calculus. With these caveats in mind, I consider this manual to be a valuable tool for any calculus student using the multivariate portions of Stewart's textbooks.