Math: Thompson AP Calc Itunes

  11.3 Polar Area (BC only)  
  Euler’s Method (BC only)35:44  4/16/2014
  11.1 and 11.2 (BC only) Partial Fraction Decomposition34:02  2/14/2014
  10.5 (BC only) Integral Test for Convergence26:41  4/9/2014
   10.4 telescoping  
   10.4  DAY 2 (BC only) Convergence and Polar functions  
  10.4 (BC only) Convergence and Polar functions57:50  4/7/2014
  10.3 (BC only) Taylor Polynomials and error bound52:34  3/26/2014
   
  10.2 (BC only) Taylor Polynomials day 2–2018 2/28/2018
  10.2 (BC only) Taylor Polynomials day 215:57  3/20/2014
  10.2 (BC only) Taylor Polynomials44:21  3/19/2014
  10.1 (BC only) Power Series45:35  3/5/2014
  9.4 (BC only) Day 2 Improper Integrals53:13  2/28/2014
  9.4 (BC only) Improper Integrals53:13  2/26/2014
 9.3 (BC only) Rate of Growth comparisons 1/24/2017
 9.2 MISSING….  
  9.1 (BC only) Sequences32:57  2/21/2014
  8.5 day 2 Work from pumping16:39  3/18/2014
  8.5 day 1 Work done lifting a leaky bucket44:54  3/17/2014
  8.4 (BC only) Length of a curve42:18  2/19/2014
  8.3 day 3 volumes of revolution20:33  3/4/2014
  8.3 day 2 volumes of revolution35:09  3/4/2014
  8.3 day 1 volumes of revolution45:01  2/27/2014
  8.2 area between 2 curves Day 233:22  2/25/2014
  8.2 area between 2 curves Day 121:31  2/24/2014
  8.1 integral as net change41:51  2/19/2014
  7.5 (BC only) Partial Fraction Decomposition43:08  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 Intro42:18  2/7/2014
  7.3 Integration by parts38:21  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 223:13  2/6/2014
  7.2 Using u substitution for indefinite integrals39:10  2/4/2014
  7.1 differential equations and slope fields (day2)40:42  1/31/2014
  7.1 differential equations and slope fields32:04  1/29/2014
  6.5 Approximations with trapezoids12:13  1/24/2014
  6.4 Fundamental Theorem of Calculus Day 243:22  1/22/2014
  6.4 Fundamental Theorem of Calculus– an introduction44:24  1/17/2014
  6.3 day 333:38  1/15/2014
  6.3 day 240:08  1/14/2014
  6.3 definite integral day 130:40  1/13/2014
  6.2 the definite integral and reimann sums33:26  1/13/2014
  6.1 Rectangle approximation methods35:26  1/8/2014
  5 .6 Related Rates Day 244:27  12/9/2013
  5 .6 Related Rates35:21  12/9/2013
  5.5 Day 2 Differentals46:19  12/4/2013
  5.5 Linearization and Newton’s Method46:19  12/3/2013
  5.4 day 3 Proof of minimum distance22:28  12/3/2013
  5.4 day 2 maximize profit and minimize average cost.15:54  12/3/2013
  5.4 Optimization26:26  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 inflection27:03  12/3/2013
  5.3 intro-derivatives and the connection to graphs51:56  12/3/2013
  5.2 The Antiderivative Day 236:47  12/3/2013
  5.2 The Antiderivative18:03  12/3/2013
  5.1 day 1 Critical points and extrema46:57  12/3/2013
  4.4 day 2 part 2. Application involving the derivative of an exponential19:53  11/3/2009
  4.4 day 2. Application involving the derivative of an exponential22:46  12/3/2013
  4.4 day 1 Derivatives of exponentials and logarithms42:43  12/3/2013
  4.3 day 2 Inverse trigonometric functions27:46  12/3/2013
  4.3 day 1, intro to derivatives of inverse functions42:59  12/3/2013
  4.2 Implicit Differentiation Day 236:14  12/2/2013
  4.2 Implicit Differentiation38:48  12/2/2013
  4.1 Chain Rule Day 240:43  12/2/2013
  4.1 Chain Rule33:32  12/2/2013
  3.5 day2 Derivatives of trigonometric functions40:08  11/26/2013
  3.5 Derivatives of Trigonometric Functions43:03  11/26/2013
  3.4 day 2 Rates of change and other Graphs24:43  11/26/2013
  3.4 Velocity and Other Rates46:38  11/26/2013
  3.3 day 2 the product and quotient rules46:00  11/26/2013
  3.3 day 1: Rules for differentiation32:33  11/26/2013
  3.2 day 2 why f’ may fail to exist39:07  11/26/2013
  3.2 day 1_why f’ may fail to exist27:15  11/26/2013
  3.1 The derivative of a function. Looking at the graphs32:28  11/26/2013
  3.1 Graphs of f and f’41:23  11/26/2013
  2.4 Day 3     
  2.4 Day 2 Esxploring slopes of secants and tangents  
               Day 1 is an independent activity Go here
40:25 
  2.3 Continuity37:14  11/26/2013
  2.2 Limits at infinity38:06  11/26/2013
  2.1 day 3: Limits of polynomials, using the sandwich theorem33:06  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 instantaneous45:55  11/26/2013
  Intro to podcast1:09  8/20/2009