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File Hash:00d9c44417adaff7d7d5d628607fa21c938a097b
| ALL_INDEX.txt |
| Math - 17 - Precalculus/001 Introduction to Limits (HD).mp4 |
| Math - 17 - Precalculus/002 Introduction to Limits.mp4 |
| Math - 17 - Precalculus/003 Limit Examples (part 1).mp4 |
| Math - 17 - Precalculus/004 Limit Examples (part 2).mp4 |
| Math - 17 - Precalculus/005 Limit Examples (part3).mp4 |
| Math - 17 - Precalculus/006 Limit Examples w_ brain malfunction on first prob (part 4).mp4 |
| Math - 17 - Precalculus/007 Squeeze Theorem.mp4 |
| Math - 17 - Precalculus/008 Proof_ lim (sin x)_x.mp4 |
| Math - 17 - Precalculus/009 More Limits.mp4 |
| Math - 17 - Precalculus/010 Sequences and Series (part 1).mp4 |
| Math - 17 - Precalculus/011 Sequences and series (part 2).mp4 |
| Math - 17 - Precalculus/012 Permutations.mp4 |
| Math - 17 - Precalculus/013 Combinations.mp4 |
| Math - 17 - Precalculus/014 Binomial Theorem (part 1).mp4 |
| Math - 17 - Precalculus/015 Binomial Theorem (part 2).mp4 |
| Math - 17 - Precalculus/016 Binomial Theorem (part 3).mp4 |
| Math - 17 - Precalculus/017 Introduction to interest.mp4 |
| Math - 17 - Precalculus/018 Interest (part 2).mp4 |
| Math - 17 - Precalculus/019 Introduction to compound interest and e.mp4 |
| Math - 17 - Precalculus/020 Compound Interest and e (part 2).mp4 |
| Math - 17 - Precalculus/021 Compound Interest and e (part 3).mp4 |
| Math - 17 - Precalculus/022 Compound Interest and e (part 4).mp4 |
| Math - 17 - Precalculus/023 Exponential Growth.mp4 |
| Math - 17 - Precalculus/024 Polar Coordinates 1.mp4 |
| Math - 17 - Precalculus/025 Polar Coordinates 2.mp4 |
| Math - 17 - Precalculus/026 Polar Coordinates 3.mp4 |
| Math - 17 - Precalculus/027 Parametric Equations 1.mp4 |
| Math - 17 - Precalculus/028 Parametric Equations 2.mp4 |
| Math - 17 - Precalculus/029 Parametric Equations 3.mp4 |
| Math - 17 - Precalculus/030 Parametric Equations 4.mp4 |
| Math - 17 - Precalculus/031 Introduction to Function Inverses.mp4 |
| Math - 17 - Precalculus/032 Function Inverse Example 1.mp4 |
| Math - 17 - Precalculus/033 Function Inverses Example 2.mp4 |
| Math - 17 - Precalculus/034 Function Inverses Example 3.mp4 |
| Math - 17 - Precalculus/035 Basic Complex Analysis.mp4 |
| Math - 17 - Precalculus/036 Exponential form to find complex roots.mp4 |
| Math - 17 - Precalculus/037 Complex Conjugates.mp4 |
| Math - 17 - Precalculus/038 Series Sum Example.mp4 |
| Math - 17 - Precalculus/039 Complex Determinant Example.mp4 |
| Math - 17 - Precalculus/040 2003 AIME II Problem 8.mp4 |
| Math - 17 - Precalculus/041 Logarithmic Scale.mp4 |
| Math - 17 - Precalculus/042 Vi and Sal Explore How We Think About Scale.mp4 |
| Math - 17 - Precalculus/043 Vi and Sal Talk About the Mysteries of Benford's Law.mp4 |
| Math - 17 - Precalculus/044 Benford's Law Explanation (Sequel to Mysteries of Benford's Law).mp4 |
| Math - 18 - Calculus/001 Introduction to Limits (HD).mp4 |
| Math - 18 - Calculus/002 Introduction to Limits.mp4 |
| Math - 18 - Calculus/003 Limit Examples (part 1).mp4 |
| Math - 18 - Calculus/004 Limit Examples (part 2).mp4 |
| Math - 18 - Calculus/005 Limit Examples (part3).mp4 |
| Math - 18 - Calculus/006 Limit Examples w_ brain malfunction on first prob (part 4).mp4 |
| Math - 18 - Calculus/007 Squeeze Theorem.mp4 |
| Math - 18 - Calculus/008 Proof_ lim (sin x)_x.mp4 |
| Math - 18 - Calculus/009 More Limits.mp4 |
| Math - 18 - Calculus/010 Epsilon Delta Limit Definition 1.mp4 |
| Math - 18 - Calculus/011 Epsilon Delta Limit Definition 2.mp4 |
| Math - 18 - Calculus/012 Calculus_ Derivatives 1 (new HD version).mp4 |
| Math - 18 - Calculus/013 Calculus_ Derivatives 2 (new HD version).mp4 |
| Math - 18 - Calculus/014 Calculus_ Derivatives 2.5 (new HD version).mp4 |
| Math - 18 - Calculus/015 Derivative Intuition Module.mp4 |
| Math - 18 - Calculus/016 Calculus_ Derivatives 1.mp4 |
| Math - 18 - Calculus/017 Calculus_ Derivatives 2.mp4 |
| Math - 18 - Calculus/018 Calculus_ Derivatives 3.mp4 |
| Math - 18 - Calculus/019 The Chain Rule.mp4 |
| Math - 18 - Calculus/020 Chain Rule Examples.mp4 |
| Math - 18 - Calculus/021 Even More Chain Rule.mp4 |
| Math - 18 - Calculus/022 Product Rule.mp4 |
| Math - 18 - Calculus/023 Quotient Rule.mp4 |
| Math - 18 - Calculus/024 Derivatives (part 9).mp4 |
| Math - 18 - Calculus/025 Proof_ d_dx(x_n).mp4 |
| Math - 18 - Calculus/026 Proof_ d_dx(sqrt(x)).mp4 |
| Math - 18 - Calculus/027 Proof_ d_dx(ln x) _ 1_x.mp4 |
| Math - 18 - Calculus/028 Proof_ d_dx(e_x) _ e_x.mp4 |
| Math - 18 - Calculus/029 Proofs of Derivatives of Ln(x) and e_x.mp4 |
| Math - 18 - Calculus/030 Extreme Derivative Word Problem (advanced).mp4 |
| Math - 18 - Calculus/031 Implicit Differentiation.mp4 |
| Math - 18 - Calculus/032 Implicit Differentiation (part 2).mp4 |
| Math - 18 - Calculus/033 More implicit differentiation.mp4 |
| Math - 18 - Calculus/034 More chain rule and implicit differentiation intuition.mp4 |
| Math - 18 - Calculus/035 Trig Implicit Differentiation Example.mp4 |
| Math - 18 - Calculus/036 Calculus_ Derivative of x_(x_x).mp4 |
| Math - 18 - Calculus/037 Introduction to L'Hopital's Rule.mp4 |
| Math - 18 - Calculus/038 L'Hopital's Rule Example 1.mp4 |
| Math - 18 - Calculus/039 L'Hopital's Rule Example 2.mp4 |
| Math - 18 - Calculus/040 L'Hopital's Rule Example 3.mp4 |
| Math - 18 - Calculus/041 Maxima Minima Slope Intuition.mp4 |
| Math - 18 - Calculus/042 Inflection Points and Concavity Intuition.mp4 |
| Math - 18 - Calculus/043 Monotonicity Theorem.mp4 |
| Math - 18 - Calculus/044 Calculus_ Maximum and minimum values on an interval.mp4 |
| Math - 18 - Calculus/045 Calculus_ Graphing Using Derivatives.mp4 |
| Math - 18 - Calculus/046 Calculus Graphing with Derivatives Example.mp4 |
| Math - 18 - Calculus/047 Graphing with Calculus.mp4 |
| Math - 18 - Calculus/048 Optimization with Calculus 1.mp4 |
| Math - 18 - Calculus/049 Optimization with Calculus 2.mp4 |
| Math - 18 - Calculus/050 Optimization with Calculus 3.mp4 |
| Math - 18 - Calculus/051 Optimization Example 4.mp4 |
| Math - 18 - Calculus/052 Introduction to rate-of-change problems.mp4 |
| Math - 18 - Calculus/053 Equation of a tangent line.mp4 |
| Math - 18 - Calculus/054 Rates-of-change (part 2).mp4 |
| Math - 18 - Calculus/055 Ladder rate-of-change problem.mp4 |
| Math - 18 - Calculus/056 Mean Value Theorem.mp4 |
| Math - 18 - Calculus/057 The Indefinite Integral or Anti-derivative.mp4 |
| Math - 18 - Calculus/058 Indefinite integrals (part II).mp4 |
| Math - 18 - Calculus/059 Indefinite Integration (part III).mp4 |
| Math - 18 - Calculus/060 Indefinite Integration (part IV).mp4 |
| Math - 18 - Calculus/061 Indefinite Integration (part V).mp4 |
| Math - 18 - Calculus/062 Integration by Parts (part 6 of Indefinite Integration).mp4 |
| Math - 18 - Calculus/063 Indefinite Integration (part 7).mp4 |
| Math - 18 - Calculus/064 Another u-subsitution example.mp4 |
| Math - 18 - Calculus/065 Introduction to definite integrals.mp4 |
| Math - 18 - Calculus/066 Definite integrals (part II).mp4 |
| Math - 18 - Calculus/067 Definite Integrals (area under a curve) (part III).mp4 |
| Math - 18 - Calculus/068 Definite Integrals (part 4).mp4 |
| Math - 18 - Calculus/069 Definite Integrals (part 5).mp4 |
| Math - 18 - Calculus/070 Definite integral with substitution.mp4 |
| Math - 18 - Calculus/071 Integrals_ Trig Substitution 1.mp4 |
| Math - 18 - Calculus/072 Integrals_ Trig Substitution 2.mp4 |
| Math - 18 - Calculus/073 Integrals_ Trig Substitution 3 (long problem).mp4 |
| Math - 18 - Calculus/074 Periodic Definite Integral.mp4 |
| Math - 18 - Calculus/075 Simple Differential Equations.mp4 |
| Math - 18 - Calculus/076 Solid of Revolution (part 1).mp4 |
| Math - 18 - Calculus/077 Solid of Revolution (part 2).mp4 |
| Math - 18 - Calculus/078 Solid of Revolution (part 3).mp4 |
| Math - 18 - Calculus/079 Solid of Revolution (part 4).mp4 |
| Math - 18 - Calculus/080 Solid of Revolution (part 5).mp4 |
| Math - 18 - Calculus/081 Solid of Revolution (part 6).mp4 |
| Math - 18 - Calculus/082 Solid of Revolution (part 7).mp4 |
| Math - 18 - Calculus/083 Solid of Revolution (part 8).mp4 |
| Math - 18 - Calculus/084 Sequences and Series (part 1).mp4 |
| Math - 18 - Calculus/085 Sequences and series (part 2).mp4 |
| Math - 18 - Calculus/086 Maclauren and Taylor Series Intuition.mp4 |
| Math - 18 - Calculus/087 Cosine Taylor Series at 0 (Maclaurin).mp4 |
| Math - 18 - Calculus/088 Sine Taylor Series at 0 (Maclaurin).mp4 |
| Math - 18 - Calculus/089 Taylor Series at 0 (Maclaurin) for e to the x.mp4 |
| Math - 18 - Calculus/090 Euler's Formula and Euler's Identity.mp4 |
| Math - 18 - Calculus/091 Visualizing Taylor Series Approximations.mp4 |
| Math - 18 - Calculus/092 Generalized Taylor Series Approximation.mp4 |
| Math - 18 - Calculus/093 Visualizing Taylor Series for e_x.mp4 |
| Math - 18 - Calculus/094 Polynomial approximation of functions (part 1).mp4 |
| Math - 18 - Calculus/095 Polynomial approximation of functions (part 2).mp4 |
| Math - 18 - Calculus/096 Approximating functions with polynomials (part 3).mp4 |
| Math - 18 - Calculus/097 Polynomial approximation of functions (part 4).mp4 |
| Math - 18 - Calculus/098 Polynomial approximations of functions (part 5).mp4 |
| Math - 18 - Calculus/099 Polynomial approximation of functions (part 6).mp4 |
| Math - 18 - Calculus/100 Polynomial approximation of functions (part 7).mp4 |
| Math - 18 - Calculus/101 Taylor Polynomials.mp4 |
| Math - 18 - Calculus/102 Exponential Growth.mp4 |
| Math - 18 - Calculus/103 AP Calculus BC Exams_ 2008 1 a.mp4 |
| Math - 18 - Calculus/104 AP Calculus BC Exams_ 2008 1 b_c.mp4 |
| Math - 18 - Calculus/105 AP Calculus BC Exams_ 2008 1 c_d.mp4 |
| Math - 18 - Calculus/106 AP Calculus BC Exams_ 2008 1 d.mp4 |
| Math - 18 - Calculus/107 Calculus BC 2008 2 a.mp4 |
| Math - 18 - Calculus/108 Calculus BC 2008 2 b _c.mp4 |
| Math - 18 - Calculus/109 Calculus BC 2008 2d.mp4 |
| Math - 18 - Calculus/110 Partial Derivatives.mp4 |
| Math - 18 - Calculus/111 Partial Derivatives 2.mp4 |
| Math - 18 - Calculus/112 Gradient 1.mp4 |
| Math - 18 - Calculus/113 Gradient of a scalar field.mp4 |
| Math - 18 - Calculus/114 Divergence 1.mp4 |
| Math - 18 - Calculus/115 Divergence 2.mp4 |
| Math - 18 - Calculus/116 Divergence 3.mp4 |
| Math - 18 - Calculus/117 Curl 1.mp4 |
| Math - 18 - Calculus/118 Curl 2.mp4 |
| Math - 18 - Calculus/119 Curl 3.mp4 |
| Math - 18 - Calculus/120 Double Integral 1.mp4 |
| Math - 18 - Calculus/121 Double Integrals 2.mp4 |
| Math - 18 - Calculus/122 Double Integrals 3.mp4 |
| Math - 18 - Calculus/123 Double Integrals 4.mp4 |
| Math - 18 - Calculus/124 Double Integrals 5.mp4 |
| Math - 18 - Calculus/125 Double Integrals 6.mp4 |
| Math - 18 - Calculus/126 Triple Integrals 1.mp4 |
| Math - 18 - Calculus/127 Triple Integrals 2.mp4 |
| Math - 18 - Calculus/128 Triple Integrals 3.mp4 |
| Math - 18 - Calculus/129 (2_ln x)_x Antiderivative Example.mp4 |
| Math - 18 - Calculus/130 Introduction to the Line Integral.mp4 |
| Math - 18 - Calculus/131 Line Integral Example 1.mp4 |
| Math - 18 - Calculus/132 Line Integral Example 2 (part 1).mp4 |
| Math - 18 - Calculus/133 Line Integral Example 2 (part 2).mp4 |
| Math - 18 - Calculus/134 Position Vector Valued Functions.mp4 |
| Math - 18 - Calculus/135 Derivative of a position vector valued function.mp4 |
| Math - 18 - Calculus/136 Differential of a vector valued function.mp4 |
| Math - 18 - Calculus/137 Vector valued function derivative example.mp4 |
| Math - 18 - Calculus/138 Line Integrals and Vector Fields.mp4 |
| Math - 18 - Calculus/139 Using a line integral to find the work done by a vector field example.mp4 |
| Math - 18 - Calculus/140 Parametrization of a Reverse Path.mp4 |
| Math - 18 - Calculus/141 Scalar Field Line Integral Independent of Path Direction.mp4 |
| Math - 18 - Calculus/142 Vector Field Line Integrals Dependent on Path Direction.mp4 |
| Math - 18 - Calculus/143 Path Independence for Line Integrals.mp4 |
| Math - 18 - Calculus/144 Closed Curve Line Integrals of Conservative Vector Fields.mp4 |
| Math - 18 - Calculus/145 Example of Closed Line Integral of Conservative Field.mp4 |
| Math - 18 - Calculus/146 Second Example of Line Integral of Conservative Vector Field.mp4 |
| Math - 18 - Calculus/147 Green's Theorem Proof Part 1.mp4 |
| Math - 18 - Calculus/148 Green's Theorem Proof (part 2).mp4 |
| Math - 18 - Calculus/149 Green's Theorem Example 1.mp4 |
| Math - 18 - Calculus/150 Green's Theorem Example 2.mp4 |
| Math - 18 - Calculus/151 Introduction to Parametrizing a Surface with Two Parameters.mp4 |
| Math - 18 - Calculus/152 Determining a Position Vector-Valued Function for a Parametrization of Two Parameters.mp4 |
| Math - 18 - Calculus/153 Partial Derivatives of Vector-Valued Functions.mp4 |
| Math - 18 - Calculus/154 Introduction to the Surface Integral.mp4 |
| Math - 18 - Calculus/155 Example of calculating a surface integral part 1.mp4 |
| Math - 18 - Calculus/156 Example of calculating a surface integral part 2.mp4 |
| Math - 18 - Calculus/157 Example of calculating a surface integral part 3.mp4 |
| Math - 18 - Calculus/158 2011 Calculus AB Free Response #1a.mp4 |
| Math - 18 - Calculus/159 2011 Calculus AB Free Response #1 parts b c d.mp4 |
| Math - 18 - Calculus/160 2011 Calculus AB Free Response #2 (a _ b).mp4 |
| Math - 18 - Calculus/161 2011 Calculus AB Free Response #2 (c _ d).mp4 |
| Math - 18 - Calculus/162 2011 Calculus AB Free Response #3 (a _ b).mp4 |
| Math - 18 - Calculus/163 2011 Calculus AB Free Response #3 (c).mp4 |
| Math - 18 - Calculus/164 2011 Calculus AB Free Response #4a.mp4 |
| Math - 18 - Calculus/165 2011 Calculus AB Free Response #4b.mp4 |
| Math - 18 - Calculus/166 2011 Calculus AB Free Response #4c.mp4 |
| Math - 18 - Calculus/167 2011 Calculus AB Free Response #4d.mp4 |
| Math - 18 - Calculus/168 2011 Calculus AB Free Response #5a.mp4 |
| Math - 18 - Calculus/169 2011 Calculus AB Free Response #5b.mp4 |
| Math - 18 - Calculus/170 2011 Calculus AB Free Response #5c..mp4 |
| Math - 18 - Calculus/171 2011 Calculus AB Free Response #6a.mp4 |
| Math - 18 - Calculus/172 2011 Calculus AB Free Response #6b.mp4 |
| Math - 18 - Calculus/173 2011 Calculus AB Free Response #6c.mp4 |
| Math - 18 - Calculus/174 2011 Calculus BC Free Response #1a.mp4 |
| Math - 18 - Calculus/175 2011 Calculus BC Free Response #1 (b _ c).mp4 |
| Math - 18 - Calculus/176 2011 Calculus BC Free Response #1d.mp4 |
| Math - 18 - Calculus/177 2011 Calculus BC Free Response #3a.mp4 |
| Math - 18 - Calculus/178 2011 Calculus BC Free Response #3 (b _ c).mp4 |
| Math - 18 - Calculus/179 2011 Calculus BC Free Response #6a.mp4 |
| Math - 18 - Calculus/180 2011 Calculus BC Free Response #6b.mp4 |
| Math - 18 - Calculus/181 2011 Calculus BC Free Response #6c.mp4 |
| Math - 18 - Calculus/182 Error or Remainder of a Taylor Polynomial Approximation.mp4 |
| Math - 18 - Calculus/183 Proof_ Bounding the Error or Remainder of a Taylor Polynomial Approximation.mp4 |
| Math - 18 - Calculus/184 2011 Calculus BC Free Response #6d.mp4 |
| Math - 19 - Differential Equations/001 What is a differential equation.mp4 |
| Math - 19 - Differential Equations/002 Separable Differential Equations.mp4 |
| Math - 19 - Differential Equations/003 Separable differential equations 2.mp4 |
| Math - 19 - Differential Equations/004 Exact Equations Intuition 1 (proofy).mp4 |
| Math - 19 - Differential Equations/005 Exact Equations Intuition 2 (proofy).mp4 |
| Math - 19 - Differential Equations/006 Exact Equations Example 1.mp4 |
| Math - 19 - Differential Equations/007 Exact Equations Example 2.mp4 |
| Math - 19 - Differential Equations/008 Exact Equations Example 3.mp4 |
| Math - 19 - Differential Equations/009 Integrating factors 1.mp4 |
| Math - 19 - Differential Equations/010 Integrating factors 2.mp4 |
| Math - 19 - Differential Equations/011 First order homegenous equations.mp4 |
| Math - 19 - Differential Equations/012 First order homogenous equations 2.mp4 |
| Math - 19 - Differential Equations/013 2nd Order Linear Homogeneous Differential Equations 1.mp4 |
| Math - 19 - Differential Equations/014 2nd Order Linear Homogeneous Differential Equations 2.mp4 |
| Math - 19 - Differential Equations/015 2nd Order Linear Homogeneous Differential Equations 3.mp4 |
| Math - 19 - Differential Equations/016 2nd Order Linear Homogeneous Differential Equations 4.mp4 |
| Math - 19 - Differential Equations/017 Complex roots of the characteristic equations 1.mp4 |
| Math - 19 - Differential Equations/018 Complex roots of the characteristic equations 2.mp4 |
| Math - 19 - Differential Equations/019 Complex roots of the characteristic equations 3.mp4 |
| Math - 19 - Differential Equations/020 Repeated roots of the characteristic equation.mp4 |
| Math - 19 - Differential Equations/021 Repeated roots of the characterisitic equations part 2.mp4 |
| Math - 19 - Differential Equations/022 Undetermined Coefficients 1.mp4 |
| Math - 19 - Differential Equations/023 Undetermined Coefficients 2.mp4 |
| Math - 19 - Differential Equations/024 Undetermined Coefficients 3.mp4 |
| Math - 19 - Differential Equations/025 Undetermined Coefficients 4.mp4 |
| Math - 19 - Differential Equations/026 Laplace Transform 1.mp4 |
| Math - 19 - Differential Equations/027 Laplace Transform 2.mp4 |
| Math - 19 - Differential Equations/028 Laplace Transform 3 (L{sin(at)}).mp4 |
| Math - 19 - Differential Equations/029 Laplace Transform 4.mp4 |
| Math - 19 - Differential Equations/030 Laplace Transform 5.mp4 |
| Math - 19 - Differential Equations/031 Laplace Transform 6.mp4 |
| Math - 19 - Differential Equations/032 Laplace Transform to solve an equation.mp4 |
| Math - 19 - Differential Equations/033 Laplace Transform solves an equation 2.mp4 |
| Math - 19 - Differential Equations/034 More Laplace Transform tools.mp4 |
| Math - 19 - Differential Equations/035 Using the Laplace Transform to solve a nonhomogenous eq.mp4 |
| Math - 19 - Differential Equations/036 Laplace Transform of _ L{t}.mp4 |
| Math - 19 - Differential Equations/037 Laplace Transform of t_n_ L{t_n}.mp4 |
| Math - 19 - Differential Equations/038 Laplace Transform of the Unit Step Function.mp4 |
| Math - 19 - Differential Equations/039 Inverse Laplace Examples.mp4 |
| Math - 19 - Differential Equations/040 Laplace_Step Function Differential Equation.mp4 |
| Math - 19 - Differential Equations/041 Dirac Delta Function.mp4 |
| Math - 19 - Differential Equations/042 Laplace Transform of the Dirac Delta Function.mp4 |
| Math - 19 - Differential Equations/043 Introduction to the Convolution.mp4 |
| Math - 19 - Differential Equations/044 The Convolution and the Laplace Transform.mp4 |
| Math - 19 - Differential Equations/045 Using the Convolution Theorem to Solve an Initial Value Prob.mp4 |
| Math - 20 - Linear Algebra/001 Introduction to matrices.mp4 |
| Math - 20 - Linear Algebra/002 Matrix multiplication (part 1).mp4 |
| Math - 20 - Linear Algebra/003 Matrix multiplication (part 2).mp4 |
| Math - 20 - Linear Algebra/004 Inverse Matrix (part 1).mp4 |
| Math - 20 - Linear Algebra/005 Inverting matrices (part 2).mp4 |
| Math - 20 - Linear Algebra/006 Inverting Matrices (part 3).mp4 |
| Math - 20 - Linear Algebra/007 Matrices to solve a system of equations.mp4 |
| Math - 20 - Linear Algebra/008 Matrices to solve a vector combination problem.mp4 |
| Math - 20 - Linear Algebra/009 Singular Matrices.mp4 |
| Math - 20 - Linear Algebra/010 3-variable linear equations (part 1).mp4 |
| Math - 20 - Linear Algebra/011 Solving 3 Equations with 3 Unknowns.mp4 |
| Math - 20 - Linear Algebra/012 Linear Algebra_ Introduction to Vectors.mp4 |
| Math - 20 - Linear Algebra/013 Linear Algebra_ Vector Examples.mp4 |
| Math - 20 - Linear Algebra/014 Linear Algebra_ Parametric Representations of Lines.mp4 |
| Math - 20 - Linear Algebra/015 Linear Combinations and Span.mp4 |
| Math - 20 - Linear Algebra/016 Linear Algebra_ Introduction to Linear Independence.mp4 |
| Math - 20 - Linear Algebra/017 More on linear independence.mp4 |
| Math - 20 - Linear Algebra/018 Span and Linear Independence Example.mp4 |
| Math - 20 - Linear Algebra/019 Linear Subspaces.mp4 |
| Math - 20 - Linear Algebra/020 Linear Algebra_ Basis of a Subspace.mp4 |
| Math - 20 - Linear Algebra/021 Vector Dot Product and Vector Length.mp4 |
| Math - 20 - Linear Algebra/022 Proving Vector Dot Product Properties.mp4 |
| Math - 20 - Linear Algebra/023 Proof of the Cauchy-Schwarz Inequality.mp4 |
| Math - 20 - Linear Algebra/024 Linear Algebra_ Vector Triangle Inequality.mp4 |
| Math - 20 - Linear Algebra/025 Defining the angle between vectors.mp4 |
| Math - 20 - Linear Algebra/026 Defining a plane in R3 with a point and normal vector.mp4 |
| Math - 20 - Linear Algebra/027 Linear Algebra_ Cross Product Introduction.mp4 |
| Math - 20 - Linear Algebra/028 Proof_ Relationship between cross product and sin of angle.mp4 |
| Math - 20 - Linear Algebra/029 Dot and Cross Product Comparison_Intuition.mp4 |
| Math - 20 - Linear Algebra/030 Matrices_ Reduced Row Echelon Form 1.mp4 |
| Math - 20 - Linear Algebra/031 Matrices_ Reduced Row Echelon Form 2.mp4 |
| Math - 20 - Linear Algebra/032 Matrices_ Reduced Row Echelon Form 3.mp4 |
| Math - 20 - Linear Algebra/033 Matrix Vector Products.mp4 |
| Math - 20 - Linear Algebra/034 Introduction to the Null Space of a Matrix.mp4 |
| Math - 20 - Linear Algebra/035 Null Space 2_ Calculating the null space of a matrix.mp4 |
| Math - 20 - Linear Algebra/036 Null Space 3_ Relation to Linear Independence.mp4 |
| Math - 20 - Linear Algebra/037 Column Space of a Matrix.mp4 |
| Math - 20 - Linear Algebra/038 Null Space and Column Space Basis.mp4 |
| Math - 20 - Linear Algebra/039 Visualizing a Column Space as a Plane in R3.mp4 |
| Math - 20 - Linear Algebra/040 Proof_ Any subspace basis has same number of elements.mp4 |
| Math - 20 - Linear Algebra/041 Dimension of the Null Space or Nullity.mp4 |
| Math - 20 - Linear Algebra/042 Dimension of the Column Space or Rank.mp4 |
| Math - 20 - Linear Algebra/043 Showing relation between basis cols and pivot cols.mp4 |
| Math - 20 - Linear Algebra/044 Showing that the candidate basis does span C(A).mp4 |
| Math - 20 - Linear Algebra/045 A more formal understanding of functions.mp4 |
| Math - 20 - Linear Algebra/046 Vector Transformations.mp4 |
| Math - 20 - Linear Algebra/047 Linear Transformations.mp4 |
| Math - 20 - Linear Algebra/048 Matrix Vector Products as Linear Transformations.mp4 |
| Math - 20 - Linear Algebra/049 Linear Transformations as Matrix Vector Products.mp4 |
| Math - 20 - Linear Algebra/050 Image of a subset under a transformation.mp4 |
| Math - 20 - Linear Algebra/051 im(T)_ Image of a Transformation.mp4 |
| Math - 20 - Linear Algebra/052 Preimage of a set.mp4 |
| Math - 20 - Linear Algebra/053 Preimage and Kernel Example.mp4 |
| Math - 20 - Linear Algebra/054 Sums and Scalar Multiples of Linear Transformations.mp4 |
| Math - 20 - Linear Algebra/055 More on Matrix Addition and Scalar Multiplication.mp4 |
| Math - 20 - Linear Algebra/056 Linear Transformation Examples_ Scaling and Reflections.mp4 |
| Math - 20 - Linear Algebra/057 Linear Transformation Examples_ Rotations in R2.mp4 |
| Math - 20 - Linear Algebra/058 Rotation in R3 around the X-axis.mp4 |
| Math - 20 - Linear Algebra/059 Unit Vectors.mp4 |
| Math - 20 - Linear Algebra/060 Introduction to Projections.mp4 |
| Math - 20 - Linear Algebra/061 Expressing a Projection on to a line as a Matrix Vector prod.mp4 |
| Math - 20 - Linear Algebra/062 Compositions of Linear Transformations 1.mp4 |
| Math - 20 - Linear Algebra/063 Compositions of Linear Transformations 2.mp4 |
| Math - 20 - Linear Algebra/064 Linear Algebra_ Matrix Product Examples.mp4 |
| Math - 20 - Linear Algebra/065 Matrix Product Associativity.mp4 |
| Math - 20 - Linear Algebra/066 Distributive Property of Matrix Products.mp4 |
| Math - 20 - Linear Algebra/067 Linear Algebra_ Introduction to the inverse of a function.mp4 |
| Math - 20 - Linear Algebra/068 Proof_ Invertibility implies a unique solution to f(x)_y.mp4 |
| Math - 20 - Linear Algebra/069 Surjective (onto) and Injective (one-to-one) functions.mp4 |
| Math - 20 - Linear Algebra/070 Relating invertibility to being onto and one-to-one.mp4 |
| Math - 20 - Linear Algebra/071 Determining whether a transformation is onto.mp4 |
| Math - 20 - Linear Algebra/072 Linear Algebra_ Exploring the solution set of Ax_b.mp4 |
| Math - 20 - Linear Algebra/073 Linear Algebra_ Matrix condition for one-to-one trans.mp4 |
| Math - 20 - Linear Algebra/074 Linear Algebra_ Simplifying conditions for invertibility.mp4 |
| Math - 20 - Linear Algebra/075 Linear Algebra_ Showing that Inverses are Linear.mp4 |
| Math - 20 - Linear Algebra/076 Linear Algebra_ Deriving a method for determining inverses.mp4 |
| Math - 20 - Linear Algebra/077 Linear Algebra_ Example of Finding Matrix Inverse.mp4 |
| Math - 20 - Linear Algebra/078 Linear Algebra_ Formula for 2x2 inverse.mp4 |
| Math - 20 - Linear Algebra/079 Linear Algebra_ 3x3 Determinant.mp4 |
| Math - 20 - Linear Algebra/080 Linear Algebra_ nxn Determinant.mp4 |
| Math - 20 - Linear Algebra/081 Linear Algebra_ Determinants along other rows_cols.mp4 |
| Math - 20 - Linear Algebra/082 Linear Algebra_ Rule of Sarrus of Determinants.mp4 |
| Math - 20 - Linear Algebra/083 Linear Algebra_ Determinant when row multiplied by scalar.mp4 |
| Math - 20 - Linear Algebra/084 Linear Algebra_ (correction) scalar muliplication of row.mp4 |
| Math - 20 - Linear Algebra/085 Linear Algebra_ Determinant when row is added.mp4 |
| Math - 20 - Linear Algebra/086 Linear Algebra_ Duplicate Row Determinant.mp4 |
| Math - 20 - Linear Algebra/087 Linear Algebra_ Determinant after row operations.mp4 |
| Math - 20 - Linear Algebra/088 Linear Algebra_ Upper Triangular Determinant.mp4 |
| Math - 20 - Linear Algebra/089 Linear Algebra_ Simpler 4x4 determinant.mp4 |
| Math - 20 - Linear Algebra/090 Linear Algebra_ Determinant and area of a parallelogram.mp4 |
| Math - 20 - Linear Algebra/091 Linear Algebra_ Determinant as Scaling Factor.mp4 |
| Math - 20 - Linear Algebra/092 Linear Algebra_ Transpose of a Matrix.mp4 |
| Math - 20 - Linear Algebra/093 Linear Algebra_ Determinant of Transpose.mp4 |
| Math - 20 - Linear Algebra/094 Linear Algebra_ Transpose of a Matrix Product.mp4 |
| Math - 20 - Linear Algebra/095 Linear Algebra_ Transposes of sums and inverses.mp4 |
| Math - 20 - Linear Algebra/096 Linear Algebra_ Transpose of a Vector.mp4 |
| Math - 20 - Linear Algebra/097 Linear Algebra_ Rowspace and Left Nullspace.mp4 |
| Math - 20 - Linear Algebra/098 Lin Alg_ Visualizations of Left Nullspace and Rowspace.mp4 |
| Math - 20 - Linear Algebra/099 Linear Algebra_ Orthogonal Complements.mp4 |
| Math - 20 - Linear Algebra/100 Linear Algebra_ Rank(A) _ Rank(transpose of A).mp4 |
| Math - 20 - Linear Algebra/101 Linear Algebra_ dim(V) + dim(orthogonoal complelent of V)_n.mp4 |
| Math - 20 - Linear Algebra/102 Lin Alg_ Representing vectors in Rn using subspace members.mp4 |
| Math - 20 - Linear Algebra/103 Lin Alg_ Orthogonal Complement of the Orthogonal Complement.mp4 |
| Math - 20 - Linear Algebra/104 Lin Alg_ Orthogonal Complement of the Nullspace.mp4 |
| Math - 20 - Linear Algebra/105 Lin Alg_ Unique rowspace solution to Ax_b.mp4 |
| Math - 20 - Linear Algebra/106 Linear Alg_ Rowspace Solution to Ax_b example.mp4 |
| Math - 20 - Linear Algebra/107 Lin Alg_ Showing that A-transpose x A is invertible.mp4 |
| Math - 20 - Linear Algebra/108 Linear Algebra_ Projections onto Subspaces.mp4 |
| Math - 20 - Linear Algebra/109 Linear Alg_ Visualizing a projection onto a plane.mp4 |
| Math - 20 - Linear Algebra/110 Lin Alg_ A Projection onto a Subspace is a Linear Transforma.mp4 |
| Math - 20 - Linear Algebra/111 Linear Algebra_ Subspace Projection Matrix Example.mp4 |
| Math - 20 - Linear Algebra/112 Lin Alg_ Another Example of a Projection Matrix.mp4 |
| Math - 20 - Linear Algebra/113 Linear Alg_ Projection is closest vector in subspace.mp4 |
| Math - 20 - Linear Algebra/114 Linear Algebra_ Least Squares Approximation.mp4 |
| Math - 20 - Linear Algebra/115 Linear Algebra_ Least Squares Examples.mp4 |
| Math - 20 - Linear Algebra/116 Linear Algebra_ Another Least Squares Example.mp4 |
| Math - 20 - Linear Algebra/117 Linear Algebra_ Coordinates with Respect to a Basis.mp4 |
| Math - 20 - Linear Algebra/118 Linear Algebra_ Change of Basis Matrix.mp4 |
| Math - 20 - Linear Algebra/119 Lin Alg_ Invertible Change of Basis Matrix.mp4 |
| Math - 20 - Linear Algebra/120 Lin Alg_ Transformation Matrix with Respect to a Basis.mp4 |
| Math - 20 - Linear Algebra/121 Lin Alg_ Alternate Basis Tranformation Matrix Example.mp4 |
| Math - 20 - Linear Algebra/122 Lin Alg_ Alternate Basis Tranformation Matrix Example Part 2.mp4 |
| Math - 20 - Linear Algebra/123 Lin Alg_ Changing coordinate systems to help find a transformation matrix.mp4 |
| Math - 20 - Linear Algebra/124 Linear Algebra_ Introduction to Orthonormal Bases.mp4 |
| Math - 20 - Linear Algebra/125 Linear Algebra_ Coordinates with respect to orthonormal bases.mp4 |
| Math - 20 - Linear Algebra/126 Lin Alg_ Projections onto subspaces with orthonormal bases.mp4 |
| Math - 20 - Linear Algebra/127 Lin Alg_ Finding projection onto subspace with orthonormal basis example.mp4 |
| Math - 20 - Linear Algebra/128 Lin Alg_ Example using orthogonal change-of-basis matrix to find transformation matrix.mp4 |
| Math - 20 - Linear Algebra/129 Lin Alg_ Orthogonal matrices preserve angles and lengths.mp4 |
| Math - 20 - Linear Algebra/130 Linear Algebra_ The Gram-Schmidt Process.mp4 |
| Math - 20 - Linear Algebra/131 Linear Algebra_ Gram-Schmidt Process Example.mp4 |
| Math - 20 - Linear Algebra/132 Linear Algebra_ Gram-Schmidt example with 3 basis vectors.mp4 |
| Math - 20 - Linear Algebra/133 Linear Algebra_ Introduction to Eigenvalues and Eigenvectors.mp4 |
| Math - 20 - Linear Algebra/134 Linear Algebra_ Proof of formula for determining Eigenvalues.mp4 |
| Math - 20 - Linear Algebra/135 Linear Algebra_ Example solving for the eigenvalues of a 2x2 matrix.mp4 |
| Math - 20 - Linear Algebra/136 Linear Algebra_ Finding Eigenvectors and Eigenspaces example.mp4 |
| Math - 20 - Linear Algebra/137 Linear Algebra_ Eigenvalues of a 3x3 matrix.mp4 |
| Math - 20 - Linear Algebra/138 Linear Algebra_ Eigenvectors and Eigenspaces for a 3x3 matrix.mp4 |
| Math - 20 - Linear Algebra/139 Linear Algebra_ Showing that an eigenbasis makes for good coordinate systems.mp4 |
| Math - 20 - Linear Algebra/140 Vector Triple Product Expansion (very optional).mp4 |
| Math - 20 - Linear Algebra/141 Normal vector from plane equation.mp4 |
| Math - 20 - Linear Algebra/142 Point distance to plane.mp4 |
| Math - 20 - Linear Algebra/143 Distance Between Planes.mp4 |
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