Essential Mathematics for Economic Analysis (7TH)

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Essential Mathematics for Economic Analysis (7TH)

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  • 製本 Paperback:紙装版/ペーパーバック版
  • 言語 ENG
  • 商品コード 9781292755755

Full Description

Gain the core mathematical skills you need to master and succeed in economics. Essential Mathematics for Economic Analysis, 7th edition by Sydsaeter, Hammond, Strøm, and Carvajal is a global best-selling text providing an extensive introduction to all the mathematical resources you need to study economics at an intermediate level.

Applauded for its scope, the book covers a broad range of mathematical knowledge, techniques and tools, progressing from elementary calculus to more advanced topics. With a wealth of practice examples and questions throughout, as well as opportunities to apply them in specific economic contexts, this book will help you develop key mathematical skills and see the relevance of these in real world applications.

Key features:



Numerous exercises and worked examples throughout each chapter allow you to practice skills and improve techniques.
Review exercises at the end of each chapter test your understanding of a topic, allowing you to progress with confidence.
Online Solutions to exercises are provided in the book and online, showing you the steps needed to arrive at the correct answer.
Accurate visual representation of calculations and graphs

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MyLab Math is not included with this title. If you would like to purchase both the physical textbook and MyLab (which also comes with the eBook), search for:

9781292487977 Essential Mathematics for Economic Analysis + MyLab Math (Package) which consists of:



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Contents

I PRELIMINARIES



1 Essentials of Logic and Set Theory
2 Algebra
3 Solving Equations
4 Functions of One Variable
5 Properties of Functions

II SINGLE-VARIABLE CALCULUS



6 Differentiation
7 Derivatives in Use
8 Concave and Convex Functions
9 Optimization
10 Integration
11 Topics in Finance and Dynamics

III MULTI-VARIABLE ALGEBRA



12 Matrix Algebra
13 Determinants, Inverses, and Quadratic Forms

IV MULTI-VARIABLE CALCULUS



14 Multivariable Functions
15 Partial Derivatives in Use
16 Multiple Integrals

V MULTI-VARIABLE OPTIMIZATION



17 Unconstrained Optimization
18 Equality Constraints
19 Linear Programming
20 Nonlinear Programming

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