Discover what you can learn.

With video courses for work, study and leisure.

# Calculus Online Course

By Jason Gibson

## Achieve Success in Calculus

Online courses in this area are focused on conquering Calculus.

Students will be prepared to achieve success in any calculus course and tackle differential equations as well as any other advanced math, engineering and science courses.

These are the courses:

• Calculus 1 and 2
• Calculus 1 Limits
• Calculus 1 - Extra Practice with Derivatives
• Calculus 1 - Ectra Practice with Integrals Vol1 and 2
• Calculus 3 Vol 1 and 2

## Content

### Calculus 1 and 2 Tutor

 What Is A Derivative 25:27 The Derivative defined as a Limit 21:51 Differentiation Formulas 35:01 Derivatives Of Trig Functions 35:24 The Chain Rule 28:30 Higher Derivatives 14:08 Related Rates 30:36 Curve Sketching using Derivatives 25:16 Intro to Integrals 31:13 Solving Integrals 28:26 Integration by Substitution 42:50 Calculating Volume with Integrals 14:03 Derivatives and Integrals of Exponential Functions 23:57 Derivatives of Logarithms 24:01 Integration by Parts 25:23 Integration by Trig Substitution 18:51 Improper Integrals 09:25

### Calculus 1 Limits

 Evaluating Simple Limits with Substitution, Part 1 18:00 Evaluating Simple Limits with Substitution, Part 2 12:59 Evaluating Limits by Factoring, Part 1 22:41 Evaluating Limits by Factoring, Part 2 23:02 Limits involving Trig Functions 20:54 Tangent Lines, Velocity and Limits 30:34 Formal Definition of a Limit 18:54 Limit Laws 17:21 Using the Limit Laws 19:33 The Squeezing Theorem 16:04 Left Hand and Right Hand Limits, Part 1 19:12 Left Hand and Right Hand Limits, Part 2 17:05 Continuity 11:43

### Calculus 1 - Extra Practice with Derivatives

 Basic Derivatives Part 1 34:40 Basic Derivatives Part 2 31:19 Product Rule of Differentiation Part 1 25:51 Product Rule of Differentiation Part 2 28:15 Quotient Rule of Differentiation Part 1 21:15 Quotient Rule of Differentiation Part 2 24:39 Derivatives of Trig Functions Part 1 28:09 Derivatives of Trig Functions Part 2 23:29 The Chain Rule - Part 1 30:38 The Chain Rule - Part 2 30:46 Higher Order Derivatives - Part 1 31:35 Related Rates - Part 3 34:01 Higher Order Derivatives - Part 2 33:11 Implicit Differentiation - Part 1 32:52 Implicit Differentiation - Part 2 26:52 Related Rates - Part 1 35:58 Related Rates - Part 2 52:11 Derivatives of the Natural Log Function 24:29 Derivatives of the Natural Exponential Function 17:45 Derivatives of General Exponential and Log Functions 39:32

### Calculus 1 - Extra Practice with Integrals Vol. 1

 What is an Integral 36:13 Fundamental Theorem of Calculus 23:05 Properties of the Integral 19:45 Integrating Polynomials, Part 1 19:52 Integrating Polynomials, Part 2 12:48 Integrating Polynomials, Part 3 16:08 Integration of Trig Functions 25:06 Integrating Trig Functions, Part 3 21:18 Integration by Substitution, Part 1 19:28 Integration by Substitution, Part 2 20:15 Integration by Substitution, Part 3 16:56 Integration by Substitution, Part 4 16:45 Logarithm as an Integral, Part 1 15:00 Logarithm as an Integral, Part 2 12:12 Logarithm as an Integral, Part 3 16:13 Integrals of Exponential Functions 35:50

### Calculus 1 - Extra Practice with Integrals Vol. 2

 Area Between Two Curves, Part 1 11:17 Area Between Two Curves, Part 2 13:59 Calculating Volume with Integrals using Cross-sections 22:59 Calculating Volume with the Disk Method, Part 1 17:07 Calculating Volume with the Disk Method, Part 2 13:46 Calculating Volume with the Disk Method, Part 3 14:43 Calculating Volume with the Washer Method, Part 1 21:57 Calculating Volume with the Washer Method, Part 2 18:44 Calculating Volume with the Washer Method, Part 3 16:36 Calculating Volume with the Shell Method, Part 1 24:36 Calculating Volume with the Shell Method, Part 2 15:39 Calculating Volume with the Shell Method, Part 3 10:26 Calculating the Surface Area of an Object 25:42 Integration by Parts, Part 1 26:01 Integration by Parts, Part 2 19:59 Integration by Parts, Part 3 14:38 Integration by Parts, Part 4 13:32 Integration by Parts, Part 5 14:13 Integration by Parts, Part 6 12:55 Integration by Parts, Part 7 15:20

 Inverse Trig Functions 54:20 Derivatives of inverse Trig Functions 25:10 Hyperbolic Functions 24:49 Inverse Hyperbolic Functions 20:38 L'Hopitals Rule 60:29 Trigonometric Integrals 34:45 Integration by Partial Fractions 62:01 Arc Length 38:42 Area of a Surface of Revolution 30:23 Parametric Equations 29:26 Arc Length in Parametric Equations 27:20 Surface Area of Revolution in Parametric Equations 28:36 Polar Coordinates 56:49 Polar Equations 21:48 Area and Length in Polar Coordinates 32:42 Sequences 57:09 Series - Rendered Vegas 52:15 Integral Test 47:40 Comparison Tests 43:10 Alternating Series Test 16:08 Ratio and Root Test 43:10

### Calculus 3 Tutor Vol. 1

 3d Cartesian Coordinates 17:57 Intro to Vectors 44:34 The Dot Product 37:30 The Cross Product 52:35 Vector Valued Functions 44:30 Multivariable Functions and Partial Derivatives 66:40 Chain Rule for Partial Derivatives 63:28 The directional Derivative 55:23 The Gradient 56:26 Double Integrals 78:54 Double Integrals in Polar Coordinates 94:09

### Calculus 3 Tutor Vol. 2

 Triple Integrals 84:34 Triple Integrals Cylindrical 69:24 Triple Integrals Spherical 61:53 Divergence and Curl of Vector Fields 64:13 Line Integrals 28:28 Line Integrals in Vector Fields 34:14 Alternative Form of Line Integrals in Vector Fields 45:31 Fundamental Theorem of Line Integrals 82:44 Green's Theorem 35:36 Surface Integrals 36:42 Flux Integrals 34:45 Stokes Theorem 33:18 Divergence Theorem 28:43

## Details

• Included lectures: 131
• Duration: 67:00 h

## Authors of course Calculus Online Course

### Jason Gibson

Jason Gibson is the founder of MathTutorDVD.com and the teacher in all of the videos.

He also released DVDs in Physics and Basic Math and offers his courses online. His ongoing project is a comprehensive Chemistry series and an Engineering Circuit Analysis course.

### Customer reviews

(1)
5,0 of 5 stars
 5 Stars 5 4 Stars 0 3 Stars 0 2 Stars 0 1  Star 0