Math - Calculus

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Math - Calculus

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收录时间：2017-03-28
最近下载：2017-03-28

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文件列表

  • 046 Calculus Graphing with Derivatives Example.mp4 94.4 MB
  • 045 Calculus_ Graphing Using Derivatives.mp4 77.3 MB
  • 030 Extreme Derivative Word Problem (advanced).mp4 66.8 MB
  • 154 Introduction to the Surface Integral.mp4 63.3 MB
  • 159 2011 Calculus AB Free Response #1 parts b c d.mp4 61.9 MB
  • 152 Determining a Position Vector-Valued Function for a Parametrization of Two Parameters.mp4 51.0 MB
  • 148 Green's Theorem Proof (part 2).mp4 49.4 MB
  • 042 Inflection Points and Concavity Intuition.mp4 47.3 MB
  • 073 Integrals_ Trig Substitution 3 (long problem).mp4 44.4 MB
  • 165 2011 Calculus AB Free Response #4b.mp4 44.2 MB
  • 130 Introduction to the Line Integral.mp4 43.9 MB
  • 143 Path Independence for Line Integrals.mp4 40.7 MB
  • 184 2011 Calculus BC Free Response #6d.mp4 39.4 MB
  • 151 Introduction to Parametrizing a Surface with Two Parameters.mp4 38.6 MB
  • 160 2011 Calculus AB Free Response #2 (a _ b).mp4 38.5 MB
  • 141 Scalar Field Line Integral Independent of Path Direction.mp4 37.8 MB
  • 142 Vector Field Line Integrals Dependent on Path Direction.mp4 37.6 MB
  • 183 Proof_ Bounding the Error or Remainder of a Taylor Polynomial Approximation.mp4 37.2 MB
  • 138 Line Integrals and Vector Fields.mp4 34.1 MB
  • 157 Example of calculating a surface integral part 3.mp4 33.9 MB
  • 147 Green's Theorem Proof Part 1.mp4 33.6 MB
  • 012 Calculus_ Derivatives 1 (new HD version).mp4 33.3 MB
  • 161 2011 Calculus AB Free Response #2 (c _ d).mp4 32.8 MB
  • 029 Proofs of Derivatives of Ln(x) and e_x.mp4 32.2 MB
  • 074 Periodic Definite Integral.mp4 31.7 MB
  • 180 2011 Calculus BC Free Response #6b.mp4 31.2 MB
  • 131 Line Integral Example 1.mp4 30.5 MB
  • 135 Derivative of a position vector valued function.mp4 28.6 MB
  • 176 2011 Calculus BC Free Response #1d.mp4 27.5 MB
  • 014 Calculus_ Derivatives 2.5 (new HD version).mp4 26.9 MB
  • 132 Line Integral Example 2 (part 1).mp4 26.7 MB
  • 179 2011 Calculus BC Free Response #6a.mp4 26.6 MB
  • 086 Maclauren and Taylor Series Intuition.mp4 26.5 MB
  • 090 Euler's Formula and Euler's Identity.mp4 26.3 MB
  • 035 Trig Implicit Differentiation Example.mp4 26.1 MB
  • 158 2011 Calculus AB Free Response #1a.mp4 25.0 MB
  • 175 2011 Calculus BC Free Response #1 (b _ c).mp4 24.4 MB
  • 156 Example of calculating a surface integral part 2.mp4 24.1 MB
  • 145 Example of Closed Line Integral of Conservative Field.mp4 24.1 MB
  • 178 2011 Calculus BC Free Response #3 (b _ c).mp4 23.7 MB
  • 149 Green's Theorem Example 1.mp4 23.0 MB
  • 133 Line Integral Example 2 (part 2).mp4 22.8 MB
  • 146 Second Example of Line Integral of Conservative Vector Field.mp4 22.6 MB
  • 169 2011 Calculus AB Free Response #5b.mp4 22.2 MB
  • 137 Vector valued function derivative example.mp4 22.1 MB
  • 139 Using a line integral to find the work done by a vector field example.mp4 21.9 MB
  • 174 2011 Calculus BC Free Response #1a.mp4 21.4 MB
  • 162 2011 Calculus AB Free Response #3 (a _ b).mp4 21.2 MB
  • 182 Error or Remainder of a Taylor Polynomial Approximation.mp4 21.0 MB
  • 168 2011 Calculus AB Free Response #5a.mp4 20.9 MB
  • 170 2011 Calculus AB Free Response #5c..mp4 20.0 MB
  • 153 Partial Derivatives of Vector-Valued Functions.mp4 19.7 MB
  • 001 Introduction to Limits (HD).mp4 19.6 MB
  • 037 Introduction to L'Hopital's Rule.mp4 18.7 MB
  • 013 Calculus_ Derivatives 2 (new HD version).mp4 18.6 MB
  • 036 Calculus_ Derivative of x_(x_x).mp4 18.1 MB
  • 088 Sine Taylor Series at 0 (Maclaurin).mp4 18.0 MB
  • 144 Closed Curve Line Integrals of Conservative Vector Fields.mp4 17.9 MB
  • 089 Taylor Series at 0 (Maclaurin) for e to the x.mp4 17.6 MB
  • 163 2011 Calculus AB Free Response #3 (c).mp4 17.6 MB
  • 091 Visualizing Taylor Series Approximations.mp4 17.2 MB
  • 072 Integrals_ Trig Substitution 2.mp4 17.2 MB
  • 093 Visualizing Taylor Series for e_x.mp4 16.5 MB
  • 173 2011 Calculus AB Free Response #6c.mp4 16.5 MB
  • 155 Example of calculating a surface integral part 1.mp4 16.5 MB
  • 167 2011 Calculus AB Free Response #4d.mp4 16.2 MB
  • 102 Exponential Growth.flv 16.2 MB
  • 071 Integrals_ Trig Substitution 1.mp4 16.1 MB
  • 129 (2_ln x)_x Antiderivative Example.mp4 15.9 MB
  • 177 2011 Calculus BC Free Response #3a.mp4 15.4 MB
  • 050 Optimization with Calculus 3.flv 15.2 MB
  • 101 Taylor Polynomials.flv 15.2 MB
  • 150 Green's Theorem Example 2.mp4 14.7 MB
  • 164 2011 Calculus AB Free Response #4a.mp4 14.3 MB
  • 087 Cosine Taylor Series at 0 (Maclaurin).mp4 14.2 MB
  • 031 Implicit Differentiation.flv 14.2 MB
  • 140 Parametrization of a Reverse Path.mp4 14.1 MB
  • 040 L'Hopital's Rule Example 3.mp4 13.1 MB
  • 181 2011 Calculus BC Free Response #6c.mp4 13.0 MB
  • 134 Position Vector Valued Functions.mp4 12.9 MB
  • 056 Mean Value Theorem.flv 12.6 MB
  • 166 2011 Calculus AB Free Response #4c.mp4 12.3 MB
  • 038 L'Hopital's Rule Example 1.mp4 12.3 MB
  • 126 Triple Integrals 1.flv 12.1 MB
  • 120 Double Integral 1.flv 12.1 MB
  • 172 2011 Calculus AB Free Response #6b.mp4 11.0 MB
  • 116 Divergence 3.flv 10.6 MB
  • 006 Limit Examples w_ brain malfunction on first prob (part 4).flv 10.6 MB
  • 015 Derivative Intuition Module.mp4 10.4 MB
  • 049 Optimization with Calculus 2.flv 10.3 MB
  • 113 Gradient of a scalar field.flv 10.2 MB
  • 051 Optimization Example 4.flv 10.1 MB
  • 092 Generalized Taylor Series Approximation.mp4 10.1 MB
  • 075 Simple Differential Equations.flv 10.0 MB
  • 112 Gradient 1.flv 9.9 MB
  • 009 More Limits.flv 9.8 MB
  • 119 Curl 3.flv 9.7 MB
  • 100 Polynomial approximation of functions (part 7).flv 9.5 MB
  • 010 Epsilon Delta Limit Definition 1.flv 9.5 MB
  • 125 Double Integrals 6.flv 9.3 MB
  • 128 Triple Integrals 3.flv 9.3 MB
  • 095 Polynomial approximation of functions (part 2).flv 9.3 MB
  • 027 Proof_ d_dx(ln x) _ 1_x.flv 9.3 MB
  • 171 2011 Calculus AB Free Response #6a.mp4 9.0 MB
  • 097 Polynomial approximation of functions (part 4).flv 8.9 MB
  • 076 Solid of Revolution (part 1).flv 8.9 MB
  • 118 Curl 2.flv 8.8 MB
  • 048 Optimization with Calculus 1.flv 8.8 MB
  • 111 Partial Derivatives 2.flv 8.8 MB
  • 032 Implicit Differentiation (part 2).flv 8.7 MB
  • 033 More implicit differentiation.flv 8.7 MB
  • 011 Epsilon Delta Limit Definition 2.flv 8.7 MB
  • 021 Even More Chain Rule.flv 8.6 MB
  • 055 Ladder rate-of-change problem.flv 8.6 MB
  • 098 Polynomial approximations of functions (part 5).flv 8.5 MB
  • 061 Indefinite Integration (part V).flv 8.5 MB
  • 110 Partial Derivatives.flv 8.5 MB
  • 136 Differential of a vector valued function.mp4 8.5 MB
  • 066 Definite integrals (part II).flv 8.5 MB
  • 085 Sequences and series (part 2).flv 8.4 MB
  • 108 Calculus BC 2008 2 b _c.flv 8.4 MB
  • 121 Double Integrals 2.flv 8.4 MB
  • 052 Introduction to rate-of-change problems.flv 8.2 MB
  • 044 Calculus_ Maximum and minimum values on an interval.flv 8.1 MB
  • 094 Polynomial approximation of functions (part 1).flv 8.1 MB
  • 069 Definite Integrals (part 5).flv 8.1 MB
  • 067 Definite Integrals (area under a curve) (part III).flv 8.0 MB
  • 039 L'Hopital's Rule Example 2.mp4 7.9 MB
  • 099 Polynomial approximation of functions (part 6).flv 7.9 MB
  • 078 Solid of Revolution (part 3).flv 7.7 MB
  • 082 Solid of Revolution (part 7).flv 7.7 MB
  • 017 Calculus_ Derivatives 2.flv 7.7 MB
  • 081 Solid of Revolution (part 6).flv 7.5 MB
  • 020 Chain Rule Examples.flv 7.4 MB
  • 024 Derivatives (part 9).flv 7.4 MB
  • 063 Indefinite Integration (part 7).flv 7.4 MB
  • 127 Triple Integrals 2.flv 7.3 MB
  • 123 Double Integrals 4.flv 7.3 MB
  • 059 Indefinite Integration (part III).flv 7.3 MB
  • 060 Indefinite Integration (part IV).flv 7.3 MB
  • 122 Double Integrals 3.flv 7.3 MB
  • 068 Definite Integrals (part 4).flv 7.3 MB
  • 034 More chain rule and implicit differentiation intuition.flv 7.3 MB
  • 115 Divergence 2.flv 7.2 MB
  • 124 Double Integrals 5.flv 7.2 MB
  • 080 Solid of Revolution (part 5).flv 7.1 MB
  • 018 Calculus_ Derivatives 3.flv 7.1 MB
  • 023 Quotient Rule.flv 7.0 MB
  • 084 Sequences and Series (part 1).flv 6.9 MB
  • 003 Limit Examples (part 1).flv 6.9 MB
  • 022 Product Rule.flv 6.8 MB
  • 065 Introduction to definite integrals.flv 6.8 MB
  • 062 Integration by Parts (part 6 of Indefinite Integration).flv 6.8 MB
  • 047 Graphing with Calculus.flv 6.7 MB
  • 105 AP Calculus BC Exams_ 2008 1 c_d.flv 6.7 MB
  • 019 The Chain Rule.flv 6.7 MB
  • 016 Calculus_ Derivatives 1.flv 6.7 MB
  • 005 Limit Examples (part3).flv 6.6 MB
  • 070 Definite integral with substitution.flv 6.5 MB
  • 043 Monotonicity Theorem.flv 6.5 MB
  • 041 Maxima Minima Slope Intuition.flv 6.4 MB
  • 058 Indefinite integrals (part II).flv 6.4 MB
  • 104 AP Calculus BC Exams_ 2008 1 b_c.flv 6.4 MB
  • 053 Equation of a tangent line.flv 6.3 MB
  • 057 The Indefinite Integral or Anti-derivative.flv 6.2 MB
  • 114 Divergence 1.flv 6.2 MB
  • 103 AP Calculus BC Exams_ 2008 1 a.flv 6.2 MB
  • 096 Approximating functions with polynomials (part 3).flv 6.1 MB
  • 117 Curl 1.flv 6.0 MB
  • 002 Introduction to Limits.flv 5.9 MB
  • 079 Solid of Revolution (part 4).flv 5.9 MB
  • 077 Solid of Revolution (part 2).flv 5.8 MB
  • 007 Squeeze Theorem.flv 5.7 MB
  • 008 Proof_ lim (sin x)_x.flv 5.7 MB
  • 107 Calculus BC 2008 2 a.flv 5.7 MB
  • 025 Proof_ d_dx(x_n).flv 5.6 MB
  • 004 Limit Examples (part 2).flv 5.3 MB
  • 106 AP Calculus BC Exams_ 2008 1 d.flv 4.9 MB
  • 026 Proof_ d_dx(sqrt(x)).flv 4.5 MB
  • 064 Another u-subsitution example.flv 4.5 MB
  • 083 Solid of Revolution (part 8).flv 4.2 MB
  • 054 Rates-of-change (part 2).flv 4.0 MB
  • 109 Calculus BC 2008 2d.flv 3.9 MB
  • 028 Proof_ d_dx(e_x) _ e_x.flv 3.5 MB

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