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Calculus in 5 Hours : Concepts Revealed so You Don't Have to Sit Through a Semester of Lectures.

By: Material type: TextTextPublisher: La Vergne : eBookIt.com, 2018Copyright date: ©2017Edition: 1st edDescription: 1 online resource (175 pages)Content type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9780999525401
Subject(s): Genre/Form: Additional physical formats: Print version:: Calculus in 5 Hours: Concepts Revealed so You Don't Have to Sit Through a Semester of LecturesDDC classification:
  • 515
LOC classification:
  • QA303 .J374 2017
Online resources:
Contents:
Title Page -- Copyright -- Preface -- Acknowledgments -- Contents -- Your Biggest Obstacle to Learning Calculus -- Part 1 - Functions and an Overview of Calculus (27 minutes) -- Chapter 1 - Functions (10 minutes) -- Chapter 2 - Straight Lines and Polynomials (7 minutes) -- Chapter 3 - Combining Functions (7 minutes) -- Chapter 4 - The Two Basic Concepts of Calculus (3 minutes) -- Part 2 - Derivatives (127 minutes) -- Chapter 5 - Understanding Derivatives (25 minutes) -- Chapter 6 - Your First Four Derivatives (12 minutes) -- Chapter 7 - The Tangent Line (3 minutes) -- Chapter 8 - The Derivative of a Polynomial (16 minutes) -- Chapter 9 - The Product Rule (12 minutes) -- Chapter 10 - The Quotient Rule (13 minutes) -- Chapter 11 - The Chain Rule (16 minutes) -- Chapter 12 - Attaching Real World Meaning to Variables and Functions (7 minutes) -- Chapter 13 - Attaching Real World Meaning to Derivatives (13 minutes) -- Chapter 14 - Second Derivatives (10 minutes) -- Part 3 - The Geometry of Functions (67 minutes) -- Chapter 15 - The Mean-Value Theorem (7 minutes) -- Chapter 16 - Increasing and Decreasing Functions (2 minutes) -- Chapter 17 - Using Derivatives to Find Where a Function Increases and Decreases (15 minutes) -- Chapter 18 - Critical Points (6 minutes) -- Chapter 19 - Maxima and Minima (1 minute) -- Chapter 20 - The Relationship Between Maxima, Minima, and Critical Points (5 minutes) -- Chapter 21 - Using Derivatives to Find Maxima and Minima (12 minutes) -- Chapter 22 - Concavity (5 minutes) -- Chapter 23 - Using Second Derivatives to Determine Concavity (6 minutes) -- Chapter 24 - Inflection Points (8 minutes) -- Part 4 - Integrals (67 minutes) -- Chapter 25 - Understanding Integrals (11 minutes) -- Chapter 26 - Antiderivatives (20 minutes) -- Chapter 27 - The Fundamental Theorem of Integral Calculus (17 minutes).
Chapter 28 - Rules of Integrals (7 minutes) -- Chapter 29 - Negative Integrals (5 minutes) -- Chapter 30 - Using Integrals to Find Average Values (7 minutes) -- Part 5 - Exponential and Logarithm Functions (12 minutes) -- Chapter 31 - The Exponential and Logarithm Functions (7 minutes) -- Chapter 32 - The Calculus of Exponential and Logarithm Functions (5 minutes) -- Glossary -- List of Figures.
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Title Page -- Copyright -- Preface -- Acknowledgments -- Contents -- Your Biggest Obstacle to Learning Calculus -- Part 1 - Functions and an Overview of Calculus (27 minutes) -- Chapter 1 - Functions (10 minutes) -- Chapter 2 - Straight Lines and Polynomials (7 minutes) -- Chapter 3 - Combining Functions (7 minutes) -- Chapter 4 - The Two Basic Concepts of Calculus (3 minutes) -- Part 2 - Derivatives (127 minutes) -- Chapter 5 - Understanding Derivatives (25 minutes) -- Chapter 6 - Your First Four Derivatives (12 minutes) -- Chapter 7 - The Tangent Line (3 minutes) -- Chapter 8 - The Derivative of a Polynomial (16 minutes) -- Chapter 9 - The Product Rule (12 minutes) -- Chapter 10 - The Quotient Rule (13 minutes) -- Chapter 11 - The Chain Rule (16 minutes) -- Chapter 12 - Attaching Real World Meaning to Variables and Functions (7 minutes) -- Chapter 13 - Attaching Real World Meaning to Derivatives (13 minutes) -- Chapter 14 - Second Derivatives (10 minutes) -- Part 3 - The Geometry of Functions (67 minutes) -- Chapter 15 - The Mean-Value Theorem (7 minutes) -- Chapter 16 - Increasing and Decreasing Functions (2 minutes) -- Chapter 17 - Using Derivatives to Find Where a Function Increases and Decreases (15 minutes) -- Chapter 18 - Critical Points (6 minutes) -- Chapter 19 - Maxima and Minima (1 minute) -- Chapter 20 - The Relationship Between Maxima, Minima, and Critical Points (5 minutes) -- Chapter 21 - Using Derivatives to Find Maxima and Minima (12 minutes) -- Chapter 22 - Concavity (5 minutes) -- Chapter 23 - Using Second Derivatives to Determine Concavity (6 minutes) -- Chapter 24 - Inflection Points (8 minutes) -- Part 4 - Integrals (67 minutes) -- Chapter 25 - Understanding Integrals (11 minutes) -- Chapter 26 - Antiderivatives (20 minutes) -- Chapter 27 - The Fundamental Theorem of Integral Calculus (17 minutes).

Chapter 28 - Rules of Integrals (7 minutes) -- Chapter 29 - Negative Integrals (5 minutes) -- Chapter 30 - Using Integrals to Find Average Values (7 minutes) -- Part 5 - Exponential and Logarithm Functions (12 minutes) -- Chapter 31 - The Exponential and Logarithm Functions (7 minutes) -- Chapter 32 - The Calculus of Exponential and Logarithm Functions (5 minutes) -- Glossary -- List of Figures.

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Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2024. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.

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