# 微積分(偏理工)        ## Calculus: Early Transcendentals 4/e Asia Edition

+作者：

### Zill

+年份：
2021 年4 版
+ISBN：
9789867696366
+書號：
MA0476PCT
+規格：

+頁數：
1024
+出版商：
Jones & Bartlett

\$   ●Available with WebAssign. View sample assignment here!
●Includes a balance of skill and concepts in the exercises that are at a graded level of difficulty.
●Each exercise set is clearly partitioned into groups of problems using headings such as Fundamentals, Applications, Mathematical Models, Projects, Calculator/CAS Problems, etc
●Each chapter opens with its own table of contents and an introduction to the material covered in the chapter.
●The text ends with Resource Pages, which is a compact review of basic concepts from algebra, geometry, trigonometry, and calculus. Many of the topics cover in the Resources Page are discussed in greater depth in the Student Resources Guide.
●The Test Yourself section is a self-test consisting of 56 questions on four broad areas of precalculus, and encourages students to review the more essential prerequisite subjects that are used throughout the text.
●Notes from the Classroom sections are informal discussions that are aimed at the student and discuss common algebraic, procedural, and notational errors, as well as provide advice and questions asking students to think about and extend upon the ideas just presented.
●Instructor's resources include a complete solutions manual and test items. Introduces calculus concepts and topics in a clear concise manner for maximum student retention.
●Straightforward exposition at a level accessible to today’s college students.
●Includes examples and applications ideal for science and engineering students.
●Concise reasoning behind every calculus concept is presented Dennis G. Zill - Loyola Marymount University
He received a PhD in applied mathematics from Iowa State University and is currently professor of mathematics and former chair of the mathematics department at Loyola Marymount University in Los Angeles. Zill's research interests include Applied Mathematics, Special Functions, and Integral Transforms.

Warren S. Wright - Loyola Marymount University Chapter 1  Functions
Chapter 2  Limit of a Function
Chapter 3  The Derivative
Chapter 4  Applications of the Derivative
Chapter 5  Integrals
Chapter 6  Applications of the Integral
Chapter 7  Techniques of Integration
Chapter 8  First-Order Differential Equations
Chapter 9  Sequences and Series
Chapter 10  Conics and Polar Coordinates
Chapter 11  Vectors and 3-Space
Chapter 12  Vector-Valued Functions
Chapter 13  Partial Derivatives
Chapter 14  Multiple Integrals
Chapter 15  Vector Integral Calculus
Chapter 16  Higher-Order Differential Equations
Resource Pages:
Review of Algebra
Formulas from Geometry
Graphs and Functions
Review of Trigonometry
Exponential and Logarithmic Functions
Differentiation
Integration Formulas 