I bought the book "Technical Mathematics with Calculus" by Linda Davis in a bookstore quite a few years ago that has the problems you mention. I found the book relatively easy to follow and was happy with the purchase. It covers simple stuff up to differential equations. Mine is copyright 1990 by Merrill Publishing Company. Library of Congress catalog card number: 89-63150. International Standard Book Number: 0-675-20965-x. Good luck finding it or another one that suits you.Hamiltonian299792458 said:I am looking for a (practice)book that has problems on definite and indefinite integration from easy to intermediate.
The purpose of using books for practice integration problems and calc 3 is to reinforce and improve understanding of the concepts and techniques used in calculus 3. These books provide a variety of practice problems and exercises that allow students to apply their knowledge and skills in solving integration problems.
Books for practice integration problems and calc 3 typically cover topics such as integration techniques, multiple integrals, line and surface integrals, vector calculus, and applications of integration in physics and engineering. Some books may also include additional topics such as differential equations and series.
Books for practice integration problems and calc 3 can benefit students by providing them with a structured and organized approach to practicing and mastering integration techniques. These books offer a large number of problems with varying levels of difficulty, allowing students to gradually build their skills and confidence in solving integration problems.
There are many recommended books for practice integration problems and calc 3, including "Calculus: Early Transcendentals" by James Stewart, "Calculus: A Complete Course" by Robert A. Adams and Christopher Essex, and "Calculus: Concepts and Contexts" by James Stewart. It is important to choose a book that aligns with your course curriculum and learning style.
The frequency of using books for practice integration problems and calc 3 may vary for each student. However, it is recommended to use these books regularly, at least a few times a week, to maintain a good understanding of the concepts and techniques. It is also beneficial to use these books as a supplement to classroom lectures and assignments.