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Student Solutions Manual for Stewart's Single Variable Calculus Kindle Edtion by Stewart
Student Solutions Manual for Calculus Early Transcendentals, 7th Edition by C. Henry Edwards Overview
This revision is nearly a new book—yet it retains the accuracy, mathematical precision, and rigor appropriate that it is known for. This book contains an entire six chapters on early transcendental calculus and a completely new chapter on differential equations and their applications. For professionals who want to brush up on their calculus skills. --This text refers to an out of print or unavailable edition of this title.
Student Solutions Manual for Calculus Early Transcendentals, 7th Edition by C. Henry Edwards Review
I just finished self-studying Calculus using this book. During the last six months that it took me to finish, never did I find the need for a teacher.
This book covers the topics taught in the first three semesters of an undergraduate math-related course. There are 14 chapters in all: 1) Functions, Graphs, and Models 2) Prelude to Calculus 3) The Derivative 4) Additional Applications of the Derivative 5) The Integral 6) Applications of the Integral 7) Techniques of Integration 8) Differential Equations 9) Polar Coordinates and Parametric Curves 10) Infinite Series 11) Vectors, Curves, and Surfaces in Space 12) Partial Differentiation 13) Multiple Integrals 14) Vector Calculus.
Each chapter begins with a page of related historical details in order to engage the reader. This is followed by around 4-10 sections, each of which has an exercise with 30 problems (on an average) and 10 True/False questions. After reading the theory for a section, solve 10 problems from the exercise. [Make sure you use MATLAB (or any similar software) and a Graphing Calculator whenever a problem requires it. Wolfram Mathematica Online Integrator is another useful tool.] Then do the True/False questions and move on to the next section.
The problems are a lot of fun to do and some of them are quite challenging. So buy the Solutions Manual if you think you need it, but only after you finish the entire book (so that you don't peek!). Answers to odd-numbered problems and all True/False questions are given at the end. Also, there are appendices for those of you who need to brush up your algebra/trigonometry/basic concepts.
I hope you enjoy this book as much as I did!!
This book covers the topics taught in the first three semesters of an undergraduate math-related course. There are 14 chapters in all: 1) Functions, Graphs, and Models 2) Prelude to Calculus 3) The Derivative 4) Additional Applications of the Derivative 5) The Integral 6) Applications of the Integral 7) Techniques of Integration 8) Differential Equations 9) Polar Coordinates and Parametric Curves 10) Infinite Series 11) Vectors, Curves, and Surfaces in Space 12) Partial Differentiation 13) Multiple Integrals 14) Vector Calculus.
Each chapter begins with a page of related historical details in order to engage the reader. This is followed by around 4-10 sections, each of which has an exercise with 30 problems (on an average) and 10 True/False questions. After reading the theory for a section, solve 10 problems from the exercise. [Make sure you use MATLAB (or any similar software) and a Graphing Calculator whenever a problem requires it. Wolfram Mathematica Online Integrator is another useful tool.] Then do the True/False questions and move on to the next section.
The problems are a lot of fun to do and some of them are quite challenging. So buy the Solutions Manual if you think you need it, but only after you finish the entire book (so that you don't peek!). Answers to odd-numbered problems and all True/False questions are given at the end. Also, there are appendices for those of you who need to brush up your algebra/trigonometry/basic concepts.
I hope you enjoy this book as much as I did!!
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