Dana Mosely - Calculus I-II

1. 56 - The Trigonometric Functions.m4v1.42GB
2. 57 - Graphs of Trigonometric Functions.m4v847.98MB
3. 58 - Derivatives of Trigonometric Functions.m4v481.71MB
4. 12 - The Derivative and the Slope of the Graph.m4v419.78MB
5. 07 - Graphs of Equations.m4v417.96MB
6. 09 - Functions.m4v373.75MB
7. 27 - Differentials and Marginal Analysis.m4v302.24MB
8. 03 - Exponents and Radicals.m4v281.48MB
9. 26 - Curve Sketching A Summary.m4v267.58MB
10. 18 - Implicit Differentiation.m4v262.27MB
11. 05 - Fractions and Rationalization.m4v257.03MB
12. 24 - Business and Economics Applications.m4v253.45MB
13. 34 - Antiderivatives and Indefinite Integrals.m4v240.24MB
14. 08 - Lines in the Plane and Slope.m4v234.73MB
15. 23 - Optimization Problems.m4v227.17MB
16. 55 - Radian Measure of Angles.m4v221.93MB
17. 46 - The Three-Dimensional Coordinate System.m4v210.17MB
18. 67 - Power Series and Taylor's Theorem.m4v203.08MB
19. 14 - Rates of Change Velocity and Marginals.m4v202.3MB
20. 31 - Logarithmic Functions.m4v198.55MB
21. 65 - Series and Convergence.m4v188.9MB
22. 04 - Factoring Polynomials.m4v187.35MB
23. 37 - Area and the Fundamental Theorem of Calculus.m4v172.29MB
24. 44 - Numerical Integration.m4v169.83MB
25. 52 - Least Squares Regression Analysis.m4v168.34MB
26. 69 - Newton's Method.m4v163.82MB
27. 64 - Sequences.m4v162.06MB
28. 01 - The Real Number Line and Order.m4v159.29MB
29. 45 - Improper Integrals.m4v155.63MB
30. 25 - Asymptotes.m4v151.72MB
31. 22 - Concavity and the Second-Derivative Test.m4v151.58MB
32. 10 - Limits.m4v151.09MB
33. 20 - Increasing and Decreasing Functions.m4v149.07MB
34. 21 - Extrema and the First-Derivative Test.m4v147.25MB
35. 49 - Extrema of Functions of Two Variables.m4v144.61MB
36. 42 - Partial Fractions and Logistic Growth.m4v142.7MB
37. 40 - Integration by Substitution.m4v142.06MB
38. 60 - L'Hopital's Rule.m4v138.22MB
39. 68 - Taylor Polynomials.m4v135.76MB
40. 36 - Exponential and Logarithmic Integrals.m4v132.03MB
41. 59 - Integrals of Trigonometric Functions.m4v128.71MB
42. 02 - Absolute Value and Distance on the Real Number Line.m4v125.63MB
43. 48 - Partial Derivatives.m4v118.3MB
44. 29 - Natural Exponential Functions.m4v117.87MB
45. 61 - Discrete Probability.m4v117.8MB
46. 19 - Related Rates.m4v111.11MB
47. 32 - Derivatives of Logarithmic Functions.m4v110.37MB
48. 11 - Continuity.m4v106.43MB
49. 47 - Surfaces in Space.m4v105.39MB
50. 06 - The Cartesian Plane and the Distance Formula.m4v101.49MB
51. 16 - The Chain Rule.m4v99.65MB
52. 33 - Exponential Growth and Decay.m4v95.95MB
53. 35 - The General Power Rule.m4v94.6MB
54. 53 - Double Integrals and Area in the Plane.m4v94.55MB
55. 43 - Integration Tables and Completing the Square.m4v92.92MB
56. 63 - Expected Value and Variance.m4v92.34MB
57. 13 - Some Rule for Differentiation.m4v88.93MB
58. 30 - Derivative sof Exponential Functions.m4v83.17MB
59. 28 - Exponential Functions.m4v81.68MB
60. 38 - The Area of a Region Bounded by Two Graphs.m4v79.14MB
61. 39 - The Definite Integral as the Limit of a Sum.m4v78.27MB
62. 62 - Continuous Random Variables.m4v74.68MB
63. 15 - The Product and Quotient Rules.m4v74.59MB
64. 51 - Functions of Several Variables.m4v70.69MB
65. 66 - P-Series and the Ratio Test.m4v68.82MB
66. 50 - Lagrange Multipliers.m4v66.06MB
67. 54 - Applications of Double Integrals.m4v64.23MB
68. 41 - Integration by Parts and Present Value.m4v48.11MB
69. 17 - Higher-Order Derivatives.m4v29.66MB