دانلود کتاب Basic Elllctronics Math

فهرست مطالب :

Front Cover
Basic Electronics Math
Copyright Page
Table of Contents
Chapter 1. Arithmetic Fractions
1.1 Introduction
1.2 Rounding Off Numbers
1.3 Common Fractions
1.4 Addition of Fractions
1.5 Subtraction of Fractions
1.6 Mixed Numbers
1.7 Mathematical Expressions and Terms
1.8 Signs of Grouping
Summary
Chapter 2. Operations with Powers and Roots of Numbers
2.1 Introduction
2.2 Extraction of Square Roots
2.3 Roots of Fractions
2.4 Powers and Roots
2.5 Higher Powers and Roots of Numbers
Summary
Chapter 3. Scientific Notation and Powers of Ten
3.1 Scientific Notation (Powers of Ten)
3.2 Signs of Exponents
3.3 Addition and Subtraction of Powers of Ten
3.4 Multiplying with Powers of Ten
3.5 Dividing by Powers of Ten
3.6 Multiplication and Division Combined
3.7 Laws of Exponents
3.8 Raising a Power of Ten to a Power
3.9 Taking the Root of a Power of Ten
Summary
Chapter 4. Units--Measurements and the Metric System
4.1 Introduction
4.2 Units for Electronics
4.3 Ranges of Electrical Units
4.4 Systems of Measurement
4.5 The English System of Measurement
4.6 The SI Metric System of Measurement
4.7 A Summary of the Most Commonly Used Metric Measurements
4.8 Relationships Between the Metric and the English Systems
4.9 The Micron and the Mil
4.10 Style and Usage of the International System of Units (SI)
Summary
Chapter 5. Computer Numbering Systems
5.1 Introduction
5.2 Decimal Numbering System (Base 10)
5.3 Binary Numbering System (Base 2)
5.4 Binary to Decimal Conversion
5.5 Decimal to Binary Conversion
5.6 Octal Numbering System (Base 8)
5.7 Converting Binary Numbers into Octal Numbers
5.8 Hexadecimal Numbering System (Base 16)
5.9 Addition of Binary Numbers
5.10 Addition of Octal Numbers
5.11 Additional of Hexadecimal Numbers
5.12 Subtraction of Binary Numbers
5.13 Two\'s Complement
5.14 Eight\'s and Sixteen\'s Complement
5.15 Subtracting Octal Numbers
Summary
Chapter 6. Introduction to Algebra
6.1 Introduction
6.2 Expressed and Implied Signs of Algebraic Operations
6.3 Numerical and Literal Algebraic Expressions, Equations, and Formulas
6.4 Terms in Algebraic Expressions, Equations, and Formulas
6.5 Similar Terms
6.6 Monomials, Binomials, Trinomials, and Polynomials
6.7 Subscript and Prime Notations
6.8 Substitution of Numerical Values and Evolution
6.9 Algebraic Addition
6.10 Algebraic Subtraction
6.11 Addition of Polynomials
6.12 Subtraction of Polynomials
Summary
Chapter 7. Algebraic Multiplication of Monomials and Polynomials
7.1 Introduction
7.2 Multiplication of Signed Numbers
7.3 Multiplication of Signed Numbers with Exponents
7.4 Multiplication of Monomials Containing Exponents
7.5 Multiplication of Polynomials by Monomials
7.6 Multiplication of a Polynomial by Another Polynomial
Summary
Chapter 8. Division of Monomials and Polynomials
8.1 Introduction
8.2 Subtraction of Exponents
8.3 Division of Monomials
8.4 Division of a Polynomial by a Monomial
8.5 Division of a Polynomial by Another Polynomial
Summary
Chapter 9. Equations and Formulas
9.1 Introduction
9.2 Axioms for the Solution of Equations
9.3 Rules for the Solution of Equations
9.4 Mathematical Statements of Circuit Problems
Summary
Chapter 10. Factors of Algebraic Expressions
10.1 Introduction
10.2 Powers and Roots of Monomials
10.3 Monomial Factors of Polynomials
10.4 Calculation of the Square of a Binomial
10.5 The Product of Two Binomials
10.6 Extraction of the Square Root of a Trinomial
10.7 The Difference of Two Algebraic Numbers
10.8 Prime Factors of Polynomials
10.9 Factors of Trinomials
Summary
Chapter 11. Operations on Algebraic Fractions
11.1 Degrees of Monomials and Polynomials
11.2 Highest Common Factors of Monomials and Polynomials
11.3 Lowest Common Multiples of Monomials and Polynomials
11.4 Numerators and Denominators of Algebraic Fractions
11.5 Conversion of Mixed Expressions to Fractions and Vice-Versa
11.6 Lowest Common Denominator of Algebraic Fractions
11.7 Addition, Subtraction, Multiplication, and Division
11.8 Ratios and Quotients
11.9 Properties of Proportions
Summary
Chapter 12. Fractional Equations
12.1 Introduction
12.2 Series-Parallel Resistive Networks
Summary
Chapter 13. Network Theorems
13.1 Introduction
13.2 Thevenin\'s Theorem
13.3 Voltage-Divider Rule and Thevenin\'s Theorem
13.4 Norton\'s Theorem
Summary
Chapter 14. Simultaneous Equations and Graphical Solutions
14.1 Introduction
14.2 Rectangular or Cartesian Coordinates
14.3 Graphical Solutions of Equations
14.4 Algebraic Solution of Simultaneous Equations
14.5 Three Simultaneous Equations in Three Unknowns
14.6 Basic Determinants
Summary
Chapter 15. Complex Algebra
15.1 Introduction
15.2 Geometrical Representation of Imaginary Numbers
15.3 Pure Imaginary Numbers
15.4 Complex Numbers and Operations
Summary
Chapter 16. Logarithms
16.1 Introduction
16.2 Common Logarithms
16.3 Antilogarithms
16.4 Multiplication and Division by Logarithms
16.5 Evolution of Numbers by Logarithms
16.6 Applications of Common Logarithms
16.7 Decibel Reference Levels
16.8 Frequency Response and Decibel Gain
16.9 Filter Concepts and the Bode Plot
16.10 Band-Pass Filter Circuits
Summary
Chapter 17. Natural Logarithms and Exponential Functions
17.1 Introduction
17.2 Natural Logarithms
17.3 Inductance and Exponential Formulas
Summary
Chapter 18. Fundamentals of Trigonometry
18.1 Angular Notation
18.2 Trigonometric Functions
18.3 Trigonometric Functions of 30°, 45°, and 60°
18.4 General Angles
Summary
Chapter 19. Vector Fundamentals
19.1 Introduction
19.2 Periodic Functions
19.3 Vector Notations
19.4 Applications of Vectors
Summary
Chapter 20. Principles of Alternating Currents
20.1 Introduction
20.2 Voltage Relations in a Sine Wave
20.3 Capacitors in A-C Circuits
20.4 Power Relations in Capacitor Circuits
20.5 Capacitors Connected in Series
20.6 Resistance and Capacitance Connected in Series
20.7 Principles of Inductive Reactance
20.8 Resistance and Inductance Connected in Series
20.9 Admittance and Susceptance
20.10 Analysis of Parallel A-C Circuits
20.11 Resistance and Capacitance Connected in Parallel
20.12 Resistance and Inductance Connected in Parallel
20.13 The j Operator Notation
20.14 Analysis of Series-Parallel LCR Circuits
20.15 Analysis of Series-Parallel Circuits
20.16 Analysis of Series-Parallel LCR Circuits
Summary
Chapter 21. Boolean Algebra
21.1 Introduction
21.2 Boolean Addition and Multiplication
21.3 Logic Expressions and Symbology
21.4 Rules and Laws of Boolean Algebra
21.5 Theorems for Boolean Algebra
21.6 Demorgan\'s Theorems
21.7 KARNAUGH Maps
21.8 Entering Boolean Equations in a KARNAUGH Map
21.9 Simplification of Boolean Equations
Summary
Answers for Basic Electronics Math
Index