Tough Test Questions? Missed Lectures? Not Enough Time?
Fortunately, there’s Schaum’s.
More than 40 million students have trusted Schaum’s to help them succeed in the classroom and on exams. Schaum’s is the key to faster learning and higher grades in every subject. Each Outline presents all the essential course information in an easy-to-follow, topic-by-topic format. You also get hundreds of examples, sovled problems, and practice exercises to test your skills.
This Schaum’s Outline gives you:
• 750 exercises with answers
• Introduction to the most widely used language in technical and scientific computing
• Reference index of the most useful commands in Mathematica
• Support for all major textbooks for courses in Mathematica
Schaum’s reinforces the main concepts required in your course and offers hundreds of practice questions to help you suceed. Use Schaum’s to shorten your study time-and get your best test scores!
Schaum’s Outlines – Problem solved.
Author(s): Eugene Don
Edition: 3
Publisher: McGraw-Hill Education
Year: 2019
Language: English
Commentary: Publisher's EPUB
Pages: 384
City: New York, NY
Tags: Programming; Ordinary Differential Equations; Data Visualization; Linear Algebra; Algebra; Wolfram Mathematica; Calculus; Trigonometry; Wolfram Language
Cover --
Title Page --
Copyright Page --
Dedication --
Preface --
Contents --
CHAPTER 1 Getting Acquainted --
1.1 Notation and Conventions --
1.2 The Kernel and the Front End --
1.3 Mathematica Quirks --
1.4 Mathematica Gives Exact Answers --
1.5 Mathematica Basics --
1.6 Cells --
1.7 Getting Help --
1.8 Packages --
1.9 A Preview of What Is to Come --
CHAPTER 2 Basic Concepts --
2.1 Constants --
2.2 "Built-In" Functions --
2.3 Basic Arithmetic Operations --
2.4 Strings --
2.5 Assignment and Replacement --
2.6 Logical Relations --
2.7 Sums and Products --
2.8 Loops --
2.9 Introduction to Graphing --
2.10 User-Defined Functions --
2.11 Operations on Functions --
CHAPTER 3 Lists --
3.1 Introduction --
3.2 Generating Lists --
3.3 List Manipulation --
3.4 Set Theory --
3.5 Tables and Matrices --
CHAPTER 4 Two-Dimensional Graphics --
4.1 Plotting Functions of a Single Variable --
4.2 Additional Graphics Commands --
4.3 Special Two-Dimensional Plots --
4.4 Animation --
CHAPTER 5 Three-Dimensional Graphics --
5.1 Plotting Functions of Two Variables --
5.2 Other Graphics Commands --
5.3 Special Three-Dimensional Plots --
5.4 Standard Shapes--3D Graphics Primitives --
CHAPTER 6 Equations --
6.1 Solving Algebraic Equations --
6.2 Solving Transcendental Equations --
CHAPTER 7 Algebra and Trigonometry --
7.1 Polynomials --
7.2 Rational and Algebraic Functions --
7.3 Trigonometric Functions --
7.4 The Art of Simplification --
CHAPTER 8 Differential Calculus --
8.1 Limits --
8.2 Derivatives --
8.3 Maximum and Minimum Values --
8.4 Power Series --
CHAPTER 9 Integral Calculus --
9.1 Antiderivatives --
9.2 Definite Integrals --
9.3 Functions Defined by Integrals --
9.4 Riemann Sums --
CHAPTER 10 Multivariate Calculus --
10.1 Partial Derivatives --
10.2 Maximum and Minimum Values --
10.3 The Total Differential --
10.4 Multiple Integrals --
CHAPTER 11 Ordinary Differential Equations --
11.1 Analytical Solutions --
11.2 Numerical Solutions --
11.3 Laplace Transforms --
CHAPTER 12 Linear Algebra --
12.1 Vectors and Matrices --
12.2 Matrix Operations --
12.3 Matrix Manipulation --
12.4 Linear Systems of Equations --
12.5 Orthogonality --
12.6 Eigenvalues and Eigenvectors --
12.7 Diagonalization and Jordan Canonical Form --
Appendix --
A.1 Pure Functions --
A.2 Patterns --
A.3 Contexts --
A.4 Modules --
A.5 Commands Used in This Book --
Index --
A --
B --
C --
D --
E --
F --
G --
H --
I --
J --
K --
L --
M --
N --
O --
P --
Q --
R --
S --
T --
V --
W --
X.
