# User:Thenub314/sandbox

From Wikibooks, open books for an open world

## Contents

## Introductory Mathematics[edit]

The following books are focused on concepts such as number, shape, and arithmetic, equality and inequality.

### Arithmetic and Basic Mathematics[edit]

### Algebra[edit]

- Algebra
- Algebra/Absolute Value
- Algebra/Algebra
- Algebra/Arithmetic
- Algebra/Arithmetic Progression (AP)
- Algebra/Arithmetic/Addition Answers
- Algebra/Arithmetic/Addition Problems
- Algebra/Arithmetic/Division Answers
- Algebra/Arithmetic/Division Problems
- Algebra/Arithmetic/Exponent Answers
- Algebra/Arithmetic/Exponent Problems
- Algebra/Arithmetic/Inequality Word Problems Part I
- Algebra/Arithmetic/Multiplication Answers
- Algebra/Arithmetic/Multiplication Problems
- Algebra/Arithmetic/nequality Word Problems Part I Answers
- Algebra/Arithmetic/Numerical Axioms
- Algebra/Arithmetic/Root Problem Answers
- Algebra/Arithmetic/Root Problems
- Algebra/Arithmetic/Subtraction Answers
- Algebra/Arithmetic/Subtraction Problems
- Algebra/Binomial Theorem
- Algebra/Circle
- Algebra/Closure
- Algebra/Closure/Answers
- Algebra/Closure/Closure/Answers
- Algebra/Completing the Square
- Algebra/Complex Numbers
- Algebra/Compound and Absolute Value Inequalities
- Algebra/Conic Sections
- Algebra/Cubic Equation
- Algebra/Different Types of Relationships
- Algebra/Division is not commutative
- Algebra/Ellipse
- Algebra/Equalities and Inequalities
- Algebra/Equations
- Algebra/Exponents
- Algebra/Factoring Polynomials
- Algebra/Function Graphing
- Algebra/Functions
- Algebra/Functions/Answers
- Algebra/Functions/Answers1
- Algebra/Fundamental Theorem of Algebra
- Algebra/Geometric Progression (GP)
- Algebra/Graphing Inequalities
- Algebra/Graphing Polynomials
- Algebra/Graphing Systems of Inequalities
- Algebra/Hyperbola
- Algebra/Inequalities
- Algebra/Intercepts
- Algebra/Interval Notation
- Algebra/Inverses of Functions
- Algebra/Iteration
- Algebra/Linear Equations and Functions
- Algebra/Logarithms
- Algebra/Order of Operations
- Algebra/Order of Operations/Practice Answers
- Algebra/Other Types of Graphs
- Algebra/Parabola
- Algebra/Polynomials
- Algebra/Probability
- Algebra/Quadratic Equation
- Algebra/Quadratic functions
- Algebra/Real Numbers
- Algebra/Roots and Radicals
- Algebra/Sets
- Algebra/Slope
- Algebra/Solutions of systems of linear equations
- Algebra/Solving equations
- Algebra/Solving Equations
- Algebra/Square Root is Positive
- Algebra/Standard Form and Solving Slope
- Algebra/Statistics
- Algebra/Stemplots
- Algebra/Systems of Equations
- Algebra/The Coordinate (Cartesian) Plane
- Algebra/The Pythagorean Theorem
- Algebra/Theory
- Algebra/Theory of Equations
- Algebra/Variable
- Algebra/Variables
- Algebra/What is math, exactly?
- Algebra/What is maths, exactly?
- Algebra/Who should read this book
- Algebra/Word Problems
- Algebra/Templates
- TODO/Algebra

### Geometry[edit]

- Geometry
- Geometry/Angles
- Geometry/Appendix A
- Geometry/Appendix B
- Geometry/Appendix C
- Geometry/Area
- Geometry/Chapter 1
- Geometry/Chapter 10
- Geometry/Chapter 11
- Geometry/Chapter 12
- Geometry/Chapter 13
- Geometry/Chapter 14
- Geometry/Chapter 15
- Geometry/Chapter 16
- Geometry/Chapter 17
- Geometry/Chapter 18
- Geometry/Chapter 19
- Geometry/Chapter 2
- Geometry/Chapter 20
- Geometry/Chapter 21
- Geometry/Chapter 3
- Geometry/Chapter 4
- Geometry/Chapter 5
- Geometry/Chapter 6
- Geometry/Chapter 7
- Geometry/Chapter 8
- Geometry/Chapter 9
- Geometry/Circles/Arcs
- Geometry/Circles/Radii, Chords and Diameters
- Geometry/Circles/Sectors
- Geometry/Circles/Tangents and Secants
- Geometry/Congruency and Similarity
- Geometry/Congruent Triangles
- Geometry/Coordinate Systems
- Geometry/Differential Geometry
- Geometry/Differential Geometry/Basic Curves
- Geometry/Differential Geometry/Introduction
- Geometry/Ellipses
- Geometry/Five Postulates of Euclidean Geometry
- Geometry/Hyperbolic and Elliptic Geometry
- Geometry/Inductive and Deductive Reasoning
- Geometry/Introduction
- Geometry/Motivation
- Geometry/Neutral Geometry
- Geometry/Neutral Geometry/Axioms of Betweenness
- Geometry/Neutral Geometry/Euclid's Fifth Postulate
- Geometry/Neutral Geometry/Euclid's First Four Postulates
- Geometry/Neutral Geometry/Incidence Geometry
- Geometry/Neutral Geometry/Pasch and Crossbar
- Geometry/Parallel and Perpendicular Lines and Planes
- Geometry/Parallelograms
- Geometry/Perimeter and Arclength
- Geometry/Points, Lines, Line Segments and Rays
- Geometry/Polygon
- Geometry/Polyominoes
- Geometry/Print version
- Geometry/Proof
- Geometry/Properties
- Geometry/Quadrilaterals
- Geometry/Right Triangles and Pythagorean Theorem
- Geometry/Similar Triangles
- Geometry/The SMSG Postulates for Euclidean Geometry
- Geometry/Topology
- Geometry/Trapezoids
- Geometry/Triangle
- Geometry/Vertical Angles
- Geometry/Volume
- Geometry/Templates

### Calculus[edit]

- Calculus
- Calculus/Acknowledgements
- Calculus/Algebra
- Calculus/Algebra/Solutions
- Calculus/Arc length
- Calculus/Arc length/Solutions
- Calculus/Area
- Calculus/Building up to the Riemann-Darboux Definition
- Calculus/Centre of mass
- Calculus/Chain Rule
- Calculus/Chain Rule/Solutions
- Calculus/Choosing delta
- Calculus/Complex analysis
- Calculus/Complex numbers
- Calculus/Continuity
- Calculus/Contributing
- Calculus/Definite integral
- Calculus/Definite integral/Solutions
- Calculus/Definition of a Sequence
- Calculus/Derivatives of Exponential and Logarithm Functions
- Calculus/Derivatives of multivariate functions
- Calculus/Derivatives of Trigonometric Functions
- Calculus/Differential Equations
- Calculus/Differentiation
- Calculus/Differentiation/Applications of Derivatives/Exercises
- Calculus/Differentiation/Applications of Derivatives/Solutions
- Calculus/Differentiation/Basics of Differentiation/Exercises
- Calculus/Differentiation/Basics of Differentiation/Solutions
- Calculus/Differentiation/Differentiation Defined
- Calculus/Differentiation/Differentiation Defined/Solutions
- Calculus/Euler's Method
- Calculus/Extensions
- Calculus/Extrema and Points of Inflection
- Calculus/Extreme Value Theorem
- Calculus/Finite Limits
- Calculus/Formal Definition of the Limit
- Calculus/Functions
- Undergraduate Mathematics/Fundamental theorem of calculus
- Calculus/Fundamental Theorem of Calculus
- Calculus/Fundamental Theorem of Calculus/Solutions
- Calculus/Further Methods of Integration/Contents
- Calculus/Graphing linear functions
- Calculus/Higher Order Derivatives
- Calculus/Hyperbolic functions
- Calculus/Implicit Differentiation
- Calculus/Improper Integrals
- Calculus/Indefinite integral
- Calculus/Indefinite integral/Solutions
- Calculus/Infinite Limits
- Calculus/Infinite Limits/Infinity is not a number
- Calculus/Infinite Limits/Infinity is not a number/Solutions
- Calculus/Integration
- Calculus/Integration techniques
- Calculus/Integration techniques/Infinite Sums
- Calculus/Integration techniques/Integration by Complexifying
- Calculus/Integration techniques/Integration by Parts
- Calculus/Integration techniques/Integration by Parts/Solutions
- Calculus/Integration techniques/Irrational Functions
- Calculus/Integration techniques/Numerical Approximations
- Calculus/Integration techniques/Partial Fraction Decomposition
- Calculus/Integration techniques/Partial Fraction Decomposition/Solutions
- Calculus/Integration techniques/Recognizing Derivatives and the Substitution Rule
- Calculus/Integration techniques/Recognizing Derivatives and the Substitution Rule/Solutions
- Calculus/Integration techniques/Reduction Formula
- Calculus/Integration techniques/Tangent Half Angle
- Calculus/Integration techniques/Trigonometric Integrals
- Calculus/Integration techniques/Trigonometric Substitution
- Calculus/Integration techniques/Trigonometric Substitution/Solutions
- Calculus/Integration/Exercises
- Calculus/Integration/Solutions
- Calculus/Introduction
- Calculus/Inverse function theorem, implicit function theorem
- Calculus/Kinematics
- Calculus/L'Hôpital's Rule
- Calculus/L'Hôpital's rule/Solutions
- Calculus/Limits
- Calculus/Limits/An Introduction to Limits
- Calculus/Limits/Exercises
- Calculus/Limits/Solutions
- Calculus/Lines and Planes in Space
- Calculus/Mean Value Theorem
- Calculus/More Differentiation Rules
- Calculus/Multivariable and differential calculus
- Calculus/Multivariable and differential calculus:Exercises
- Calculus/Multivariable calculus
- Calculus/Newton's Method
- Calculus/Optimization
- Calculus/Ordinary differential equations
- Calculus/Parametric and Polar Equations
- Calculus/Parametric Differentiation
- Calculus/Parametric Integration
- Calculus/Parametric Introduction
- Calculus/Partial differential equations
- Calculus/Polar Differentiation
- Calculus/Polar Integration
- Calculus/Polar Introduction
- Calculus/Power series
- Calculus/Precalculus
- Calculus/Precalculus/Exercises
- Calculus/Precalculus/Solutions
- Calculus/Pressure and force
- Calculus/Print version
- Calculus/Probability
- Calculus/Product and Quotient Rules
- Calculus/Product Rule
- Calculus/Proofs of Some Basic Limit Rules
- Calculus/Quotient Rule
- Calculus/Real numbers
- Calculus/References
- Calculus/Related Rates
- Calculus/Related Rates/Solutions
- Undergraduate Mathematics/Rolle's theorem
- Calculus/Rolle's Theorem
- Calculus/Sequences
- Calculus/Sequences and Series
- Calculus/Sequences and Series/Exercises
- Calculus/Series
- Calculus/Solutions
- Calculus/Some Important Theorems
- Calculus/Some Important Theorems/Solutions
- Calculus/Summation notation
- Calculus/Surface area
- Calculus/Systems of ordinary differential equations
- Calculus/Table of Trigonometry
- Calculus/Tables of Derivatives
- Calculus/Tables of Integrals
- Calculus/Taylor series
- Calculus/The chain rule and Clairaut's theorem
- Calculus/The Riemann-Darboux Integral, Integrability criterion, and monotone/Lipschitz function
- Calculus/Vectors
- Calculus/Volume
- Calculus/Volume of solids of revolution
- Calculus/Volume of solids of revolution/Solutions
- Calculus/Work
- Calculus/Stubs
- Calculus/Templates
- TODO/Calculus

## INSERT FUTHER CATEGORIES[edit]

## Higher Mathematics[edit]

Books at a level that continue where International Baccalaureate's curriculum ends. These books are often aimed at a college, university, higher education, continuing education or life long learning audience.

### Analysis[edit]

### Algebra[edit]

### Applied Mathematics[edit]

### Discrete Mathematics[edit]

### Geometry[edit]

### Topology[edit]

### Mathematical Logic[edit]