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TTC - Understanding Calculus II

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Lecture 01 - Basic Functions of Calculus & Limits.flv
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Lecture 02 - Differentiation Warm-Up.flv
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Lecture 03 - Integration Warm-Up.flv
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Lecture 04 - Differential Equations, Growth & Decay.flv
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Lecture 05 - Applications of Differential Equations.flv
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Lecture 06 - Linear Differential Equations.flv
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Lecture 07 - Areas & Volumes.flv
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Lecture 08 - Arc Length, Surface Area & Work.flv
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Lecture 09 - Moments, Center of Mass, & Centroids.flv
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Lecture 10 - Integration by Parts.flv
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Lecture 11 - Trigonometric Integrals.flv
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Lecture 12 - Integration by Trigonometric Substitution.flv
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Lecture 13 - Integration by Partial Fractions.flv
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Lecture 14 - Indeterminate Forms & L'Hopital's Rule.flv
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Lecture 15 - Improper Integrals.flv
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Lecture 16 - Sequences & Limits.flv
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Lecture 17 - Infinite Series, Geometric Series.flv
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Lecture 18 - Series, Divergence, & The Cantor Test.flv
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Lecture 19 - Harmonic Series, p-Series.flv
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Lecture 20 - The Comparison Tests.flv
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Lecture 21 - Alternating Series.flv
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Lecture 22 - The Ratio & Root Tests.flv
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Lecture 23 - Taylor Polynomials & Approximations.flv
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Lecture 24 - Power Series & Intervals of Convergence.flv
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Lecture 25 - Representation of Functions by Power Series.flv
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Lecture 26 - Taylor & Maclaurin Polynomials.flv
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Lecture 27 - Parabolas, Ellipses & Hyperbolas.flv
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Lecture 28 - Parametric Equations and the Cycloid.flv
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Lecture 29 - Polar Coordinates & The Cardioid.flv
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Lecture 30 - Area & Arc Length in Polar Coordinates.flv
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Lecture 31 - Vectors in the Plance.flv
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Lecture 32 - The Dot Product of Two Vectors.flv
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Lecture 33 - Vector - Valued Functions.flv
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Lecture 34 - Velocity and Acceleration.flv
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Lecture 35 - Acceleration's Tangent and Normal Vectors.flv
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Lecture 36 - Curvature & the Maximum Bend of a Curve.flv
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courseguide.rar
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