| (BC) Intro to BC Discussion of infinity and Newton’s method | 1:15:00 | |
| 11.3 Polar Area | 58:25 | 3/9/2021 |
| Euler’s Method (BC only) | 35:44 | 4/16/2014 |
| 11.2 Part 1 and Part 2 | | 3/19/2021 |
| 11.1 and 11.2 (BC only) Partial Fraction Decomposition | 34:02 | 2/14/2014 |
| 10.5 (BC only) Integral Test for Convergence | 26:41 | 4/9/2014 |
| 10.4 Comparison test | 7:36 | 2/15/2021 |
| 10.4 part 2 Extra practice on ratio and Euler | | 2/22/2022 |
| 10.4 telescoping | | |
| 10.4 DAY 2 (BC only) Convergence and Polar functions | | |
| 10.4 (BC only) Convergence and Polar functions | 57:50 | 4/7/2014 |
| 10.3 (BC only) Taylor Polynomials and error bound | 52:34 | 3/26/2014 |
| 10.2 (BC only) Taylor Polynomials day 2–2018 | | 2/28/2018 |
| 10.2 (BC only) Taylor Polynomials day 2 | 15:57 | 3/20/2014 |
| 10.2 (BC only) Taylor Polynomials | 44:21 | 3/19/2014 |
| 10.1 (BC) Changing the Center | 10:17 | 1/24/2022 |
| 10.1(BC) day 1 Power Series (Updated) | 1:11:00 | 01/19/2022 |
| 10.1 (BC only) Power Series (OLD) | 45:35 | 3/5/2014 |
| 9.4 (BC only) Day 2 Improper Integrals | 53:13 | 2/28/2014 |
| 9.4 (BC only) Improper Integrals | 53:13 | 2/26/2014 |
| 9.3 (BC only) Rate of Growth comparisons | | 1/24/2017 |
| 9.2 L’Hospital’s Rule _video Justification video | 17:08 | 1/12/2022 |
| 9.1 (BC only) Sequences | 32:57 | 2/21/2014 |
| 8.5 day 2 Work from pumping | 16:39 | 3/18/2014 |
| 8.5 day 1 Work done lifting a leaky bucket | 44:54 | 3/17/2014 |
| 8.4 (BC only) Length of a curve | 42:18 | 2/19/2014 |
| 8.3 day 3 volumes of revolution | 20:33 | 3/4/2014 |
| 8.3 day 2 volumes of revolution | 35:09 | 3/4/2014 |
| 8.3 day 1 volumes of revolution | 45:01 | 2/27/2014 |
| 8.2 area between 2 curves Day 2 | 33:22 | 2/25/2014 |
| 8.2 area between 2 curves Day 1 | 21:31 | 2/24/2014 |
| 8.1 integral as net change | 41:51 | 2/19/2014 |
| 7.5 (BC only) Partial Fraction Decomposition | 43:08 | 2/11/2014 |
| 7.4 Newton’s law of cooling and solving a separable differential equation. | 40:34 | 2/10/2014 |
| 7.4 Newton’s law of cooling and solving a separable differential equation. (old version) | 43:20 | 2/9/2010 |
| 7.4 Intro | 42:18 | 2/7/2014 |
| 7.3 Integration by parts | 38:21 | 2/7/2014 |
| 7.3 day 2 integration by parts (older version) | 48:42 | 2/9/2010 |
| 7.3 Integration by parts (old version) | 29:53 | 2/9/2010 |
| 7.2 Using u substitution for indefinite integrals day 2 | 23:13 | 2/6/2014 |
| 7.2 Using u substitution for indefinite integrals | 39:10 | 2/4/2014 |
| 7.1 Slope field (Best 2022) | 38:17 | 01/26/2022 |
| 7.1 Slope fields updated (Updated 2021) | 1:00:20 | 2/03/2021 |
| 7.1 differential equations and slope fields (day2) | 40:42 | 1/31/2014 |
| 7.1 differential equations and slope fields | 32:04 | 1/29/2014 |
| 6.5 Approximations with trapezoids | 12:13 | 1/24/2014 |
| 6.4 Day 4 | 31:34 | 01/20/2022 |
| 6.4 Fundamental Theorem of Calculus Day 2 | 43:22 | 1/22/2014 |
| 6.4 Fundamental Theorem of Calculus– an introduction | 44:24 | 1/17/2014 |
| 6.3 day 3 | 33:38 | 1/15/2014 |
| 6.3 day 2 | 40:08 | 1/14/2014 |
| 6.3 definite integral day 1 | 30:40 | 1/13/2014 |
| 6.2 the definite integral and reimann sums | 33:26 | 1/13/2014 |
| 6.1 Rectangle approximation methods | 35:26 | 1/8/2014 |
| 5 .6 Related Rates Day 2 | 44:27 | 12/9/2013 |
| 5 .6 Related Rates | 35:21 | 12/9/2013 |
| 5.5 Day 2 Differentals | 46:19 | 12/4/2013 |
| 5.5 Linearization and Newton’s Method | 46:19 | 12/3/2013 |
| 5.4 day 3 Proof of minimum distance | 22:28 | 12/3/2013 |
| 5.4 day 2 maximize profit and minimize average cost. | 15:54 | 12/3/2013 |
| 5.4 Optimization | 26:26 | 12/3/2013 |
| 5.3 day 2 connecting the graphs to concavity and points of inflection (old version) | 29:24 | 11/18/2009 |
| 5.3 day 2 connecting the graphs to concavity and points of inflection | 27:03 | 12/3/2013 |
| 5.3 intro-derivatives and the connection to graphs | 51:56 | 12/3/2013 |
| 5.2 The Antiderivative Day 2 | 36:47 | 12/3/2013 |
| 5.2 The Antiderivative | 18:03 | 12/3/2013 |
| 5.1 day 1 Critical points and extrema | 46:57 | 12/3/2013 |
| 4.4 day 2 part 2. Application involving the derivative of an exponential | 19:53 | 11/3/2009 |
| 4.4 day 2. Application involving the derivative of an exponential | 22:46 | 12/3/2013 |
| 4.4 day 1 Derivatives of exponentials and logarithms | 42:43 | 12/3/2013 |
| 4.3 day 2 Inverse trigonometric functions | 27:46 | 12/3/2013 |
| 4.3 day 1, intro to derivatives of inverse functions | 42:59 | 12/3/2013 |
| 4.2 Implicit Differentiation Day 2 | 36:14 | 12/2/2013 |
| 4.2 Implicit Differentiation | 38:48 | 12/2/2013 |
| 4.1 Chain Rule Day 2 | 40:43 | 12/2/2013 |
| 4.1 Chain Rule | 33:32 | 12/2/2013 |
| 3.5 day2 Derivatives of trigonometric functions | 40:08 | 11/26/2013 |
| 3.5 Derivatives of Trigonometric Functions | 43:03 | 11/26/2013 |
| 3.4 day 2 Rates of change and other Graphs | 24:43 | 11/26/2013 |
| 3.4 Velocity and Other Rates | 46:38 | 11/26/2013 |
| 3.3 day 2 the product and quotient rules | 46:00 | 11/26/2013 |
| 3.3 day 1: Rules for differentiation | 32:33 | 11/26/2013 |
| 3.2 day 2 why f’ may fail to exist | 39:07 | 11/26/2013 |
| 3.2 day 1_why f’ may fail to exist | 27:15 | 11/26/2013 |
| 3.1 The derivative of a function. Looking at the graphs | 32:28 | 11/26/2013 |
| 3.1 Graphs of f and f’ | 41:23 | 11/26/2013 |
2.4 Day 2 Esxploring slopes of secants and tangents
Day 1 is an independent activity Go here | 40:25 | |
| 2.3 Continuity | 37:14 | 11/26/2013 |
| 2.2 Limits at infinity | 38:06 | 11/26/2013 |
| 2.1 day 3: Limits of polynomials, using the sandwich theorem | 33:06 | 11/26/2013 |
| 2.1 day 2: What is a limit? An informal definition of a limit. | 26:16 | 11/26/2013 |
| 2.1 Moving from average speed to instantaneous | 45:55 | 11/26/2013 |
Intro to podcast
| 1:09 | 8/20/2009 |
| 1.6 | | |
| 1.5 | | |
| 1.4 | | |
| 1.3 Exponentials | | |
| 1.2 Functions | | |
| 1.1 | | |
