Udemy Calculus Complete Course

Files Included :

1 - Introduction.mp4 (37.01 MB)
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2 - Whats in the Course.mp4 (29.81 MB)
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63 - Integrating the Squares of All Trigonometric Functions.mp4 (67.51 MB)
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64 - Integrating Products of Trigonometric Functions.mp4 (44.09 MB)
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65 - Reverse Chain Rule.mp4 (45.16 MB)
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66 - Introduction to Partial Fractions.mp4 (75.44 MB)
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67 - Integrating with Partial Fractions.mp4 (79.07 MB)
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68 - Integration by Parts Part 1.mp4 (55.15 MB)
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69 - Integration by Parts Part 2.mp4 (28.34 MB)
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70 - Integration by Parts Part 3.mp4 (36.46 MB)
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71 - Integration by Substitution Part 1.mp4 (38.88 MB)
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72 - Integration by Substitution Part 2.mp4 (26.4 MB)
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73 - Integration by Substitution Part 3.mp4 (29.23 MB)
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74 - Integration by Substitution Part 4.mp4 (58.01 MB)
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75 - Area of a Circle Proof with Calculus.mp4 (30.16 MB)
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76 - Reduction Formulae Part 1.mp4 (88.54 MB)
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77 - Reduction Formulae Part 2.mp4 (79.36 MB)
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78 - Connected Rates of Changes.mp4 (42.4 MB)
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79 - Newtons Method.mp4 (64.65 MB)
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80 - LHopitals Rules Part 1.mp4 (67.52 MB)
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81 - LHopitals Rule Part 2.mp4 (61.85 MB)
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82 - Maclaurin Series Part 1.mp4 (60.48 MB)
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83 - Maclaurin Series Part 2.mp4 (215.48 MB)
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84 - The Leibnitz Formula.mp4 (17.01 MB)
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85 - Taylor Series.mp4 (99.43 MB)
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86 - Volumes of Revolution Around the XAxis Part 1.mp4 (67.98 MB)
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87 - Volumes of Revolution Around the XAxis Part 2.mp4 (106.94 MB)
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88 - Volumes of Revolution Around the YAxis.mp4 (20.62 MB)
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89 - Surface Areas of Revolution Part 1.mp4 (54.84 MB)
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90 - Surface Areas of Revolution Part 2.mp4 (63.57 MB)
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91 - Arc Lengths.mp4 (60.52 MB)
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100 - Differentiating Polar Curves.mp4 (69.65 MB)
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101 - How to Integrate Polar Curves.mp4 (46.31 MB)
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102 - Integrating Polar Curves.mp4 (53.2 MB)
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92 - Parametric Equations Introduction.mp4 (94.86 MB)
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93 - Converting Parametric Equations into Cartesian Equations.mp4 (40.73 MB)
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94 - Differentiating Parametric Equations.mp4 (63.72 MB)
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95 - Integrating Parametric Equations.mp4 (78.02 MB)
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96 - Volumes of Revolution with Parametric Equations.mp4 (46.56 MB)
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97 - Surface Areas and Arc Lengths of Parametric Equations.mp4 (55.44 MB)
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98 - Polar Coordinates Introduction.mp4 (131.7 MB)
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99 - Converting Between Polar and Cartesian Form.mp4 (52.91 MB)
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103 - What is a Differential Equation.mp4 (19.79 MB)
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104 - Separating Variables Part 1.mp4 (249.79 MB)
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105 - Separating Variables Part 2.mp4 (76.02 MB)
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106 - Separating Variables Modelling Part 1.mp4 (89.49 MB)
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107 - Separating Variables Modelling Part 2.mp4 (62 MB)
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108 - Integrating Factors.mp4 (102.02 MB)
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109 - Homogeneous Second Order Differential Equations Part 1.mp4 (64.47 MB)
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110 - Homogeneous Second Order Differential Equations Part 2.mp4 (56.32 MB)
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111 - Homogeneous Second Order Differential Equations Part 3.mp4 (114.06 MB)
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112 - NonHomogeneous Second Order Differential Equations.mp4 (152.91 MB)
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113 - Boundary Conditions.mp4 (42.8 MB)
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114 - Coupled Differential Equations Part 1.mp4 (76.77 MB)
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115 - Coupled Differential Equations Part 2.mp4 (86.36 MB)
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116 - Reducible Differential Equations Part 1.mp4 (43.07 MB)
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117 - Reducible Differential Equations Part 2.mp4 (50.43 MB)
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10 - Negative and Fractional Powers.mp4 (50.26 MB)
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3 - What is Calculus.mp4 (45.85 MB)
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4 - Intuitive Limits.mp4 (52.65 MB)
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5 - Terminology.mp4 (16.16 MB)
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6 - The Derivative of a Polynomial at a Point.mp4 (69.95 MB)
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7 - The Derivative of a Polynomial in General.mp4 (42.64 MB)
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8 - The Derivative of xn.mp4 (36.71 MB)
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9 - The Derivative of xn Proof.mp4 (29.19 MB)
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12 - Finding the Gradient at a Point.mp4 (34.23 MB)
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13 - Tangents.mp4 (47.49 MB)
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14 - Normals.mp4 (59.77 MB)
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15 - Stationary Points.mp4 (54.04 MB)
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16 - Increasing and Decreasing Functions.mp4 (73.02 MB)
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17 - Second Derivatives.mp4 (70.1 MB)
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18 - Optimisation Part 1.mp4 (101.7 MB)
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19 - Optimisation Part 2.mp4 (47.09 MB)
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20 - Reverse Differentiation.mp4 (71.69 MB)
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21 - Families of Functions.mp4 (29.96 MB)
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22 - Finding Functions.mp4 (16.64 MB)
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23 - Integral Notation.mp4 (29.09 MB)
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24 - Integration as Area An Intuitive Approach.mp4 (57.35 MB)
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25 - Integration as Area An Algebraic Proof.mp4 (37.99 MB)
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26 - Areas Under Curves Part 1.mp4 (135.27 MB)
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27 - Areas Under Curves Part 2.mp4 (53.4 MB)
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28 - Areas Under the XAxis.mp4 (47.9 MB)
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29 - Areas Between Functions.mp4 (33.09 MB)
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30 - Motion.mp4 (69.69 MB)
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31 - Probability.mp4 (58.78 MB)
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32 - fxn Spotting a Pattern.mp4 (54.22 MB)
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33 - Differentiating fxn An Algebraic Proof.mp4 (41.8 MB)
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34 - The Chain Rule for fxn.mp4 (40.42 MB)
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35 - Using the Chain Rule for fxn.mp4 (208.9 MB)
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36 - Reverse Chain Rule for fxn.mp4 (59.49 MB)
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37 - Reverse Chain Rule for fxn Definite Integrals.mp4 (53.53 MB)
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38 - Introduction to Exponentials.mp4 (52.52 MB)
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39 - Introduction to Logarithms.mp4 (107.5 MB)
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40 - THE Exponential Function.mp4 (54.27 MB)
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41 - Differentiating Exponentials.mp4 (35.36 MB)
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42 - Differentiating Chains of Exponentials Part 1.mp4 (25.98 MB)
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43 - Differentiating Chains of Exponentials Part 2.mp4 (29.91 MB)
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44 - The Natural Log and its Derivative.mp4 (81.05 MB)
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45 - Differentiating Chains of Logarithms.mp4 (125.36 MB)
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46 - Reverse Chain Rule for Exponentials.mp4 (46.97 MB)
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47 - Reverse Chain Rule for Logarithms.mp4 (35.03 MB)
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48 - Radians.mp4 (45.12 MB)
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49 - Small Angle Approximations.mp4 (152.86 MB)
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50 - Differentiating Sinx and Cosx.mp4 (57.05 MB)
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51 - OPTIONAL Proof of the Addition Formulae.mp4 (28.85 MB)
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52 - Differentiating Chains of Sinx and Cosx.mp4 (72.97 MB)
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53 - Reverse Chain Rule for Trig Functions.mp4 (48.6 MB)
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54 - Integrating Powers of Sinx and Cosx.mp4 (28.6 MB)
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55 - The Chain Rule.mp4 (97.91 MB)
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56 - The Product Rule An Intuitive Approach.mp4 (32.46 MB)
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57 - Using the Product Rule.mp4 (41.25 MB)
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58 - Algebraic Proof of the Product Rule.mp4 (21.48 MB)
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59 - The Quotient Rule.mp4 (67.53 MB)
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60 - Derivatives of All Six Trigonometric Functions.mp4 (83.61 MB)
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61 - Implicit Differentiation.mp4 (98.96 MB)
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62 - Stationary and Critical Points.mp4 (46.04 MB)
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