Calculus is a branch of mathematics that deals with limits, derivatives, integrals, and infinite series. It is the study of change, or the rate of change of a function. This calculus book is written for those who are seeking to advance their knowledge of calculus. It contains solved exercises and theory that will allow the reader to test their understanding of the material.
This book will help you get a solid foundation in calculus, understand it and put it into practice. It is especially recommended for college students looking to supplement their courses.

This book covers the following topics:


⭐ Introduction
⭐ Precalculus
⭐ Algebra
⭐ Functions
⭐ Graphing Linear Functions
⭐ Limits
⭐ Finite Limits
⭐ Infinite Limits
⭐ Continuity
⭐ Formal Definition Of The Limit
⭐ Differentiation
⭐ Product And Quotient Rules
⭐ Derivatives Of Trigonometric Functions
⭐ Chain Rule
⭐ High Order Derivatives
⭐ Implicit Differentiation
⭐ Derivatives Of Exponential And Logarithm Functions
⭐ Applications Of Derivatives
⭐ Cextrema And Points Of Inflection
⭐ Newton's Method
⭐ Related Rates
⭐ Kinematics
⭐ Optimization
⭐ Extreme Value Theorem
⭐ Rolle's Theorem
⭐ Mean Value Theorem
⭐ Integration
⭐ Improper Integrals
⭐ Applications Of Integration
⭐ Area
⭐ Volume
⭐ Volume Of Solids Of Revolution
⭐ Arc Lengt
⭐ Surface Area
⭐ Work
⭐ Parametric Equations:
⭐ Introduction
⭐ Differentiation
⭐ Integration
⭐ Polar Equations:
⭐ Differentiation
⭐ Integration
⭐ Sequences And Series
⭐ Sequences
⭐ Series
⭐ Series And Calculus
⭐ Taylor Series
⭐ Power Series
⭐ Vector Calculations
⭐ Vectors
⭐ Lines And Planes In Space
⭐ Multivariable And Differential Calculus
⭐ Ordinary Differential Equations
⭐ Partial Differential Equations
⭐ Extensions
⭐ Systems Of Ordinary Differential Equations
⭐ Real Numbers
⭐ Complex Numbers
⭐ Appendix
⭐ Table Of Trigonometry
⭐ Summation Notation
⭐ Tables Of Integrals
⭐ Tables Of Derivatives


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