Videos for Calculus II

The section numbers below are for the Calculus, 10th edition, book by Larson & Edwards. If your class is using a different book, just look at the titles instead of

the section numbers.

Book Section Topic Video Title (ID Number, Author, Length)
Logarithms: Review Laws of Logarithms (20111169, Ellen Turnell, 6:18)
Properties of Logarithms (20111234, Ellen Turnell, 17:35)
Basics: Properties of Logs (20241059,Julayne Sallay, 11:58)
Expanding/Condensing Logs (20241060, Julayne Sallay, 11:29)
Change of Base (20241061, Julayne Sallay, 9:34)
Properties of Logarithms (20151052, Isabella Fisher, 12:11)
Graphing Trig Functions: Review Graphing Trig Functions: Sine and Cosine (20111196, Ellen Turnell, 15:45)
Tangent and Cotangent Graphs (20111197, Ellen Turnell, 9:42)
Secant and Cosecant Graphs (20111198, Ellen Turnell, 8:27)
Factorials: Review Factorials (20111222, Ellen Turnell, 8:42)
Displacement/ Velocity Determining Final Position of a Particle using Velocity and Initial Position (20121727, Ryan Braatz, 21:53
Displacement and Distance (20121728, Ryan Braatz, 19:46)
Finding an Antiderivative of Velocity Function (20121729, Ryan Braatz, 2:34)
Finding the Position When Reaching a Certain Velocity (20121730, Ryan Braatz, 10:12)
4.4 Fundamental Theorem of Calculus Fundamental Theorem of Calculus (10171037, Myrna Clark, 58:53)
Fundamental Theorem of Calculus (20111176, Ellen Turnell, 24:02)
Fundamental Theorem of Calculus (20121695, Ryan Braatz, 1:55)
Fundamental Theorem of Calculus II (20121696, Ryan Braatz, 0:52)
5.1-5.2 Natural Logarithm: Differentiation & Integration The Natural Logarithm & Its Derivative (10171079, Myrna Clark, 1:05:32)
The Natural Logarithm & Integration (10171078, Myrna Clark, 50:28)
Simplifying Natural Logs (20121713, Ryan Braatz, 2:28)
Derivative of Logarithmic Function (20121717, Ryan Braatz, 5:01)
Natural Logarithmic Derivatives (20121718, Ryan Braatz, 11:08)
Natural Logarithmic Derivatives II (20121719, Ryan Braatz, 9:04)
General Power Rule (20121720, Ryan Braatz, 4:39)
Logarithmic Differentiation (20121721, Ryan Braatz, 9:15)
Logarithmic Differentiation II (20121722, Ryan Braatz, 7:23)
Antiderivative Formulas for Exponential and Logs (20121723, Ryan Braatz, 4:55)
Logarithmic Differentiation (20121725, Ryan Braatz, 8:42)
5.4-5.5 Exponential Functions: Derivatives and Integrals Derivatives and Integrals using the Exponential Function (20111257, Ellen Turnell, 13:48)
Derivatives and Integrals Involving Other Bases than e (20111253, Ellen Turnell, 17:10)
5.6-5.7 Inverse Trig Functions: Derivatives and Integrals Finding the Derivative of Arctan (20121734, Ryan Braatz, 7:02)
Integrals with Inverse Trig Functions Using Completing the Square (20111254, Ellen Turnell, 12:12)
Inverse Trig Integrals (20111255, Ellen Turnell, 16:16)
Differentiation of Inverse Trig Functions (20111256, Ellen Turnell, 14:05)
7.1 Area Between Curves Area Between Curves (10171018, Myrna Clark, 1:08:36)
Area Between Two Functions (20111178, Ellen Turnell, 25:32)
Area Between Curves with Respect to x (20121731, Ryan Braatz, 16:36)
Area Between Curves with Respect to y (20121732, Ryan Braatz, 15:29)
7.2-7.3 Shell/Disk/Washer Method Using the Disk Method (20121735, Ryan Braatz, 15:45)
Shells and Drilling Holes in Spheres (20121736, Ryan Braatz, 18:40)
Shells Around a Line (20121737, Ryan Braatz, 10:10)
Shells Around the Y Axis (20121738, Ryan Braatz, 13:37)
Using the Disk and Washer I (20121739, Ryan Braatz, 12:27)
Using the Disk and Washer II (20121740, Ryan Braatz, 15:42)
Using the Shell Method (20121741, Ryan Braatz, 11:09)
7.4 Surface Area Finding the Area of the Surface by Revolving Around y-axis (20121743, Ryan Braatz, 10:29)
Introduction to Surface Area (20121744, Ryan Braatz, 21:29)
Surface Area with a Cone (20121745, Ryan Braatz, 8:25)
Surface Area with a Non-Cone Shape Around x-axis (20121746, Ryan Braatz, 11:30)
Surface Area (20111259, Ellen Turnell, 8:29)
Demo of Surface Area (20111301, Ellen Turnell, 1:16)
Arc Length Demo (20111260, Ellen Turnell, 0:21)
Newton Approximations Newton Approximations (20121750, Ryan Braatz, 23:30)
8.1 Basic Integration Rules Review of Basic Integration Formulas (10171066, Myrna Clark, 54:36)
Integration by Substitution (10171047, Myrna Clark, 1:09:02)
Bounds of Integration (20121726, Ryan Braatz, 15:58)
Integrating using U-Substitution on Volume (20121742, Ryan Braatz, 13:00)
8.2 Integration by Parts Integration by Parts I (20121747, Ryan Braatz, 9:23)
Integration by Parts II (20121748, Ryan Braatz, 7:15)
Integration by Parts III (20121749, Ryan Braatz, 11:32)
Integration by Parts (10171046, Myrna Clark, 1:00:42)
Integration by Parts: Derivation of Formula (20111261, Ellen Turnell, 5:13)
Integration by Parts Examples I (20111262, Ellen Turnell, 10:12)
Integration by Parts Examples II (20111263, Ellen Turnell, 12:55)
Integration by Parts Examples III (20111264, Ellen Turnell, 14:48)
8.4 Trig Substitution Integrating with Trigonometric Substitution (20121733, Ryan Braatz, 5:41)
Trig Substitution I (20111265, Ellen Turnell, 12:22)
Trig Substitution II (20111266, Ellen Turnell, 11:53)
Trig Substitution III (20111267, Ellen Turnell, 10:38)
8.5 Partial Fractions Partial Fractions – Non-repeated Linear Factors (20111214, Ellen Turnell, 11:53)
Partial Fractions II – Repeated Linear Factors (20111215, Ellen Turnell, 14:27)
Partial Fractions III – Quadratic Factors (20111216, Ellen Turnell, 14:58)
Use Partial Fraction Decomposition to Integrate Rational Functions I (20111268, Ellen Turnell, 17:18)
Use Partial Fraction Decomposition to Integrate Rational Functions II (20111269, Ellen Turnell, 17:18)
8.6 Integration Using Tables & Other Integration Techniques Integration Using Tables (20111179, Ellen Turnell, 25:41)
Log Rule for Integration (20111258, Ellen Turnell, 12:10)
Sequences and Series: Review Sequences (20111217, Ellen Turnell, 15:01)
Arithmetic Sequences and Series (20111218, Ellen Turnell, 12:33)
Geometric Sequences (20111219, Ellen Turnell, 15:07)
Geometric Series (20111220, Ellen Turnell, 11:55)
9.1 Sequences Sequences: Limits (20111282, Ellen Turnell, 13:40)
Monotonic Sequences (20111283, Ellen Turnell, 15:18)
9.2 Series and Convergence Series: Partial Sums and Geometric Series (20111284, Ellen Turnell, 18:25)
Series: Geometric and Telescoping Series (20111285, Ellen Turnell, 14:44)
Series: nth term test (Test for Divergence) (20111286, Ellen Turnell, 8:25)
9.3 Integral Test and p-Series Integral Test for Series (20111287, Ellen Turnell, 15:01)
Power Series Test (20111288, Ellen Turnell, 12:25)
9.4 Comparisons of Series Direct and Limit Comparison Tests I (20111289, Ellen Turnell, 11:41)
Direct and Limit Comparison Tests II (20111290, Ellen Turnell, 9:18)
Direct and Limit Comparison Tests III (20111291, Ellen Turnell, 12:03)
9.5 Alternating Series Alternating Series Test (20111292, Ellen Turnell, 9:13)
9.6 Ratio and Root Tests Ratio and Root Test (20111293, Ellen Turnell, 16:16)
9.8 Power Series Absolute vs. Conditional Convergence (20111294, Ellen Turnell, 15:09)
Power Series: Radius of Convergence I (20111295, Ellen Turnell, 10:07)
Power Series: Radius of Convergence II (20111296, Ellen Turnell, 15:53)
9.9 Representation of Functions by Power Series Rewriting Functions as Power Series I (20111297, Ellen Turnell, 12:31)
Rewriting Functions as Power Series II (20111298, Ellen Turnell, 15:14)
9.10 Taylor and Maclaurin Series Taylor and Maclaurin Series I (20111299, Ellen Turnell, 17:22)
Taylor and Maclaurin Series II (20111300, Ellen Turnell, 8:52)
10.2-10.3 Parametric Equations Parametric Equations (20111211, Ellen Turnell, 16:55)
Parametric Functions (20121604, Ryan Braatz, 7:34)
Derivative of a Parametric Curve (20121605, Ryan Braatz, 11:18)
Finding the Tangent Line Parametrically (20121606, Ryan Braatz, 9:37)
Derivatives of Parametric Equations (20111270, Ellen Turnell, 7:26)

Derivatives of Parametric Equations: Examples (20111271, Ellen Turnell, 13:45)
Tangent Lines of Parametric Equations (20111272, Ellen Turnell, 12:02)
Finding Arc Length and Surface Area using Parametric Equations (20111273, Ellen Turnell, 16:19)
Smooth Curves – Arc Length: Finding Perimeter of Hypocycloid (20111274, Ellen Turnell, 6:38)
10.4 Polar Coordinates & Polar Graphs Basics of Polar Coordinates (20111189, Ellen Turnell, 15:25)
Converting: Polar and Rectangular (20111190, Ellen Turnell, 11:56)
Lines, Circles & Symmetry (Polar) (20111191, Ellen Turnell, 13:37)
Cardioids and Limacons (20111192, Ellen Turnell, 16:17)
Lemniscates and Rose Curves (20111193, Ellen Turnell, 13:09)
Polar Graphs Review (20111275, Ellen Turnell, 16:24)
Polar Functions: Slope and Tangent Lines (20111276, Ellen Turnell, 16:50)
Polar Functions: Tangents at the Pole (20111277, Ellen Turnell, 6:07)
10.5 Area & Arc Length in Polar Coordinates Area of Polar Curves I (20111278, Ellen Turnell, 13:41)
Area of Polar Curves II (20111279, Ellen Turnell, 14:57)
Area of Polar Curves III (20111280, Ellen Turnell, 14:03)
Arc Length of Polar Curves (20111281, Ellen Turnell, 9:17)

If you have difficulty viewing any of the videos or if you find errors, please let us know by sending an email to
Jennifer.L.Travis@LoneStar.edu.