Video Calc II Tutor by Larry Green
With 24 MAJOR CATEGORIES & 84 VIDEO LECTURES totaling over 7 HOURS of lessons, Video Calc I Tutor covers first part of a four part series in college calculus curriculum in video, tutorial form.
* These 87 VIDEOS are in app, not streamed from Internet. You can use this product anywhere.
Video Calc II Tutor lessons include:
Antiderivatives and Indefinite Integration
* Antiderivatives
* Area
* The Definite Integral
* The Fundamental Theorem of Calculus
o Using the 1st Fundamental Theorem of Calculus
o Finding Area of a Region
o Finding the Average Value
o Using the 2nd Fundamental Theorem of Calculus
o The Chain Rule and the 2nd Fundamental Theorem
o Integration Props and the 2nd FTC
o Sketching the Graph of y = f (x) Given the Graph of y = f (x)
Logs, Exponents and Transcendental Functions
* Logs and Derivatives
* Logs and Integrals
* Inverse Functions
* Exponential Functions
* Other Bases
* Derivatives of Inverse Trig Functions
o Derivatives Involving arcsin x
o Derivatives Involving arctan x
o Derivatives Involving arcsec x
* Integrals Involving Inverse Trig Functions
o Integrals Involving arcsin x
o Integrals Involving arctan x
o Integrals Involving arcsec x
* Hyperbolic Trig Functions
o Integrals that Contain Hyperbolic Trig
o Using Inverse Hyperbolic Trig for Integration
Differential Equations
* Slope Fields and Eulers Method
* Growth and Decay
Applications of Integration
* Area Between Two Curves
* Volume by Disks and Washers and Cross-Sections
o How to Use the Washer Method
o Revolving About a Line Below the x-axis
o Revolving About a Line Above the x-axis
o Volumes by Cross Section
* Volumes by Cylindrical Shells
o Using the Method of Cylindrical Shells
o Revolving About a Line Other than the y-axis
* Arc Length and Surface Area
o Finding Arc Length
o Surface of Revolution About the y-axis
o Surface of Revolution About the x-axis
* Work
o Using Hookes Law
o Work to Send a Satellite Into Orbit
o Work Done Lifting a Chain
o Work Done Emptying a Tank
* Center of Mass
o Finding the Centroid
o Using the Theorem of Pappus
* Fluid Pressure
o Finding the Fluid Pressure on a Vertical Triangle
o Finding the Fluid Pressure on a Vertical Semi-Circle
Integration Techniques, LHopitals Rule and Improper Integrals
* Integration by Parts
* Integrating Powers of Trig Functions
* Arc Trig Substitution
* Partial Fractions
* LHopitals Rule
o Applying LHopitals Rule Twice
o LHopitals Rule With Exponents
o LHopitals Rule of the Form 0 Times Infinity
* Improper Integrals
o Improper Integrals (Upper Bound is Infinity)
o Improper Integrals (With an Asymptote)
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