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CONTENTS
CHAPTER 1. BASICS
1.1 Navigation
1.2 UI Elements
1.3 Keyboard
1.4 Input, Enter, Delete, Clear and UNDO Buttons
1.5 Workspace Area
1.6 Editing Expressions/Equations
1.7 Using the Last Answer
1.8 Writing Comments
1.9 Clear, Copy & Paste Commands
1.10 Rearranging Rows
1.2 UI Elements
1.3 Keyboard
1.4 Input, Enter, Delete, Clear and UNDO Buttons
1.5 Workspace Area
1.6 Editing Expressions/Equations
1.7 Using the Last Answer
1.8 Writing Comments
1.9 Clear, Copy & Paste Commands
1.10 Rearranging Rows
CHAPTER 2. SETTINGS
CHAPTER 3. LIBRARY
CHAPTER 4. GRAPH MODE
4.1 2D Graphing
4.2 3D Graphing
4.3 Enlarging the Graph Area
4.4 Changing to White Background
4.5 Hide Keyboard
4.6 Degree or Radian Scale
4.7 Fixed Scale
4.8 R-axis Scale
4.9 Logarithmic Scale
4.10 Tracing Values and Slopes of Graphs
4.11 Special Points: Roots and Critical Points
4.12 Intersections of Graphs
4.13 Set Domain
4.14 Show All - Roots, Critical Points and Intersections
4.15 Fullscreen
4.2 3D Graphing
4.3 Enlarging the Graph Area
4.4 Changing to White Background
4.5 Hide Keyboard
4.6 Degree or Radian Scale
4.7 Fixed Scale
4.8 R-axis Scale
4.9 Logarithmic Scale
4.10 Tracing Values and Slopes of Graphs
4.11 Special Points: Roots and Critical Points
4.12 Intersections of Graphs
4.13 Set Domain
4.14 Show All - Roots, Critical Points and Intersections
4.15 Fullscreen
CHAPTER 5. TABLE MODE
5.1 Sharing of Functions
5.2 2D Table
5.3 3D Table
5.4 Edit Functions
5.5 Scroll Results
5.6 Results Precision
5.7 Zoom Controls
5.8 Save and Load Table
5.9 Table of Trigonometric Functions in Degrees
5.2 2D Table
5.3 3D Table
5.4 Edit Functions
5.5 Scroll Results
5.6 Results Precision
5.7 Zoom Controls
5.8 Save and Load Table
5.9 Table of Trigonometric Functions in Degrees
CHAPTER 6. NUMBERS AND NUMBER SENSE
6.1 Decimals
6.2 Fractions
6.3 Percents
6.4 Scientific Notation
6.5 Engineering Notation
6.6 Rounding Numbers
6.7 Integer and Fractional Parts
6.8 Order of Operations
6.9 Least Common Multiple
6.10 Greatest Common Divisor
6.11 Modulo
6.12 Binary, Octal, Decimal, Hexadecimal Numbers
6.13 Complex Numbers
6.14 The Polar Form of Complex Numbers
6.15 Polar to Rectangular Coordinates
6.2 Fractions
6.3 Percents
6.4 Scientific Notation
6.5 Engineering Notation
6.6 Rounding Numbers
6.7 Integer and Fractional Parts
6.8 Order of Operations
6.9 Least Common Multiple
6.10 Greatest Common Divisor
6.11 Modulo
6.12 Binary, Octal, Decimal, Hexadecimal Numbers
6.13 Complex Numbers
6.14 The Polar Form of Complex Numbers
6.15 Polar to Rectangular Coordinates
CHAPTER 7. Introductory Algebra
7.1 Arithmetic Operations
7.2 Exponents
7.3 Absolute Values
7.4 Variables
7.5 Evaluating Expressions
7.6 Polynomials
7.7 Roots
7.8 Logarithms
7.2 Exponents
7.3 Absolute Values
7.4 Variables
7.5 Evaluating Expressions
7.6 Polynomials
7.7 Roots
7.8 Logarithms
CHAPTER 8. EQUATIONS IN ONE VARIABLE
8.1 Linear Equation
8.2 Absolute Value Equation
8.3 Quadratic Equation
8.4 Cubic Equation
8.5 Polynomial Equation
8.6 Rational Equation
8.7 Radical Equation
8.8 Exponential Equation
8.9 Logarithmic Equation
8.2 Absolute Value Equation
8.3 Quadratic Equation
8.4 Cubic Equation
8.5 Polynomial Equation
8.6 Rational Equation
8.7 Radical Equation
8.8 Exponential Equation
8.9 Logarithmic Equation
CHAPTER 9. INEQUALITIES IN ONE VARIABLE
9.1 Inequality Symbols
9.2 Linear Inequality
9.3 Absolute Value Inequality
9.4 Quadratic Inequality
9.5 Polynomial Inequality
9.6 Rational Inequality
9.7 Compound Inequalities
9.8 Inequalities with Constants
9.2 Linear Inequality
9.3 Absolute Value Inequality
9.4 Quadratic Inequality
9.5 Polynomial Inequality
9.6 Rational Inequality
9.7 Compound Inequalities
9.8 Inequalities with Constants
CHAPTER 10. EQUATIONS AND INEQUALITIES IN TWO VARIABLES
10.1 Linear Equations
10.2 Systems of Linear Equations
10.3 Graphing Inequalities
10.4 Multiple Graphing of Inequalities
10.5 Graphing Systems of Inequalities
10.6 Solving Implicit Equations
10.2 Systems of Linear Equations
10.3 Graphing Inequalities
10.4 Multiple Graphing of Inequalities
10.5 Graphing Systems of Inequalities
10.6 Solving Implicit Equations
CHAPTER 11. ALGEBRAIC FUNCTIONS AND THEIR GRAPHS
11.1 Plotting Points
11.2 How to Graph Functions?
11.3 Setting of Applied Domain
11.4 Linear Function
11.5 Absolute Value Function
11.6 Quadratic Function
11.7 Polynomial Function
11.8 Rational Function
11.9 Radical Function
11.10 Logarithmic Function
11.11 Exponential Function
11.12 Sign Function
11.13 Multiple Graphing
11.14 Piece-wise Function
11.2 How to Graph Functions?
11.3 Setting of Applied Domain
11.4 Linear Function
11.5 Absolute Value Function
11.6 Quadratic Function
11.7 Polynomial Function
11.8 Rational Function
11.9 Radical Function
11.10 Logarithmic Function
11.11 Exponential Function
11.12 Sign Function
11.13 Multiple Graphing
11.14 Piece-wise Function
CHAPTER 12. MATRICES AND VECTORS
12.1 Matrix Operations
12.2 Editing Matrix Entries
12.3 Matrix Variables
12.4 Matrix and Vector Forms
12.5 Variable Matrix to System of Linear Equations
12.6 Solving Systems of Linear Equations Using Matrix Equations
12.2 Editing Matrix Entries
12.3 Matrix Variables
12.4 Matrix and Vector Forms
12.5 Variable Matrix to System of Linear Equations
12.6 Solving Systems of Linear Equations Using Matrix Equations
CHAPTER 13. TRIGONOMETRIC FUNCTIONS AND THEIR INVERSES
13.1 Degrees and Radians
13.2 Trigonometric Function Keys
13.3 Trigonometric Values of Special Angles
13.4 Trigonometric Values of 15° and Its Multiples
13.6 Graphing Trigonometric Function
13.7 Graphing Hyperbolic Function
13.8 Graphing Inverse Function
13.2 Trigonometric Function Keys
13.3 Trigonometric Values of Special Angles
13.4 Trigonometric Values of 15° and Its Multiples
13.6 Graphing Trigonometric Function
13.7 Graphing Hyperbolic Function
13.8 Graphing Inverse Function
CHAPTER 14. ANALYTIC GEOMETRY
CHAPTER 15. LIMITS
15.1 Right-hand Limit
15.2 Left-hand Limit
15.3 Limit of a Function
15.4 Limit of a Polynomial Function
15.5 Limit of a Rational Function
15.6 Limit of a Radical Function
15.7 Limit of an Absolute Value Function
15.8 Limit of a Trigonometric Function
15.9 Limit of an Exponential and Logarithmic Functions
15.10 Limit of a Piece-wise Function
15.11 Limits at Infinity
15.12 Indeterminate Forms
15.13 Limit of a Hyperbolic Function
15.2 Left-hand Limit
15.3 Limit of a Function
15.4 Limit of a Polynomial Function
15.5 Limit of a Rational Function
15.6 Limit of a Radical Function
15.7 Limit of an Absolute Value Function
15.8 Limit of a Trigonometric Function
15.9 Limit of an Exponential and Logarithmic Functions
15.10 Limit of a Piece-wise Function
15.11 Limits at Infinity
15.12 Indeterminate Forms
15.13 Limit of a Hyperbolic Function
CHAPTER 16. DERIVATIVES
16.1 First Derivative Key
16.2 Second Derivative Key
16.3 Third and Higher Derivative Keys
16.4 Rules of Differentiation
16.5 Derivatives of Polynomial Functions
16.6 Derivatives of Rational Functions
16.7 Derivatives of Trigonometric, Logarithmic and Exponential Functions
16.8 More on Derivatives
16.2 Second Derivative Key
16.3 Third and Higher Derivative Keys
16.4 Rules of Differentiation
16.5 Derivatives of Polynomial Functions
16.6 Derivatives of Rational Functions
16.7 Derivatives of Trigonometric, Logarithmic and Exponential Functions
16.8 More on Derivatives
CHAPTER 17. PARTIAL DERIVATIVES
17.1 Increments
17.2 Derivative of a Function df (or dy)
17.3 Derivative of a Function df (f not in terms of x)
17.4 Partial Derivatives
17.5 Higher Order Partial Derivatives
17.6 Total Derivatives
17.2 Derivative of a Function df (or dy)
17.3 Derivative of a Function df (f not in terms of x)
17.4 Partial Derivatives
17.5 Higher Order Partial Derivatives
17.6 Total Derivatives
CHAPTER 18. INTEGRALS
CHAPTER 19. SOME STATISTICS TOPICS
19.1 Summation Notation
19.2 Product Notation
19.3 Minimum and Maximum
19.4 Factorial, nCr and nPr
19.5 Measures of Central Tendency
19.6 Measures of Variability
19.7 Measures of Position
19.8 Bivariate Data Analysis
19.2 Product Notation
19.3 Minimum and Maximum
19.4 Factorial, nCr and nPr
19.5 Measures of Central Tendency
19.6 Measures of Variability
19.7 Measures of Position
19.8 Bivariate Data Analysis
CHAPTER 20. SPECIAL FUNCTIONS
CHAPTER 21. LIST OF ALL FUNCTIONS
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