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TTC Math - Calculus Collection
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360p - Understanding Calculus II (2013) x265 (Size: 15.14 GB) (Files: 178)
360p - Understanding Calculus II (2013) x265
01 Basic Functions of Calculus & Limits.mkv
02 Differentiation Warm-Up.mkv
03 Integration Warm-Up.mkv
04 Differential Equations, Growth & Decay.mkv
05 Applications of Differential Equations.mkv
06 Linear Differential Equations.mkv
07 Areas & Volumes.mkv
08 Arc Length, Surface Area & Work.mkv
09 Moments, Center of Mass, & Centroids.mkv
10 Integration by Parts.mkv
11 Trigonometric Integrals.mkv
12 Integration by Trigonometric Substitution.mkv
13 Integration by Partial Fractions.mkv
14 Indeterminate Forms & L'Hopital's Rule.mkv
15 Improper Integrals.mkv
16 Sequences & Limits.mkv
17 Infinite Series, Geometric Series.mkv
18 Series, Divergence, & The Cantor Test.mkv
19 Harmonic Series, p-Series.mkv
20 The Comparison Tests.mkv
21 Alternating Series.mkv
22 The Ratio & Root Tests.mkv
23 Taylor Polynomials & Approximations.mkv
24 Power Series & Intervals of Convergence.mkv
25 Representation of Functions by Power Series.mkv
26 Taylor & Maclaurin Polynomials.mkv
27 Parabolas, Ellipses & Hyperbolas.mkv
28 Parametric Equations and the Cycloid.mkv
29 Polar Coordinates & The Cardioid.mkv
30 Area & Arc Length in Polar Coordinates.mkv
31 Vectors in the Plance.mkv
32 The Dot Product of Two Vectors.mkv
33 Vector - Valued Functions.mkv
34 Velocity and Acceleration.mkv
35 Acceleration's Tangent and Normal Vectors.mkv
36 Curvature & the Maximum Bend of a Curve.mkv
Understanding Calculus II.pdf
360p - Understanding Multivariable Calculus (2014) x265
01 A Visual Introduction to 3-D Calculus.mkv
02 Functions of Several Variables.mkv
03 Limits, Continuity, and Partial Derivatives.mkv
04 Partial Derivatives—One Variable at a Time.mkv
05 Total Differentials and Chain Rules.mkv
06 Extrema of Functions of Two Variables.mkv
07 Applications to Optimization Problems.mkv
08 Linear Models and Least Squares Regression.mkv
09 Vectors and the Dot Product in Space.mkv
10 The Cross Product of Two Vectors in Space.mkv
11 Lines and Planes in Space.mkv
12 Curved Surfaces in Space.mkv
13 Vector-Valued Functions in Space.mkv
14 Kepler’s Laws—The Calculus of Orbits.mkv
15 Directional Derivatives and Gradients.mkv
16 Tangent Planes and Normal Vectors to a Surface.mkv
17 Lagrange Multipliers—Constrained Optimization.mkv
18 Applications of Lagrange Multipliers.mkv
19 Iterated Integrals and Area in the Plane.mkv
20 Double Integrals and Volume.mkv
21 Double Integrals in Polar Coordinates.mkv
22 Centers of Mass for Variable Density.mkv
23 Surface Area of a Solid.mkv
24 Triple Integrals and Applications.mkv
25 Triple Integrals in Cylindrical Coordinates.mkv
26 Triple Integrals in Spherical Coordinates.mkv
27 Vector Fields—Velocity, Gravity, Electricity.mkv
28 Curl, Divergence, Line Integrals.mkv
29 More Line Integrals and Work by a Force Field.mkv
30 Fundamental Theorem of Line Integrals.mkv
31 Green’s Theorem—Boundaries and Regions.mkv
32 Applications of Green’s Theorem.mkv
33 Parametric Surfaces in Space.mkv
34 Surface Integrals and Flux Integrals.mkv
35 Divergence Theorem—Boundaries and Solids.mkv
36 Stokes’s Theorem and Maxwell’s Equations.mkv
Understanding Multivariable Calculus.pdf
480p - Change and Motion - Calculus Made Clear (2006) x265
00 - Introduction to the Professor.mkv
01 - Two Ideas, Vast Implications.mkv
02 - Stop Sign Crime - The First Idea of Calculus - The Derivative.mkv
03 - Another Car, Another Crime - The Second Idea of Calculus - The Integral.mkv
04 - The Fundamental Theorem of Calculus.mkv
05 - Visualizing the Derivative - Slopes.mkv
06 - Derivatives the Esay Way - Symbol Pushing.mkv
07 - Abstracting the Derivative - Slopes.mkv
08 - Circles, Pyramids, Cones and Spheres.mkv
09 - Archimedes and the Tractix.mkv
10 - The Integral and the Fundamental Theorem.mkv
11 - Abstracting the Integral - Pyramids and Dams.mkv
12 - Buffon's Needle or Pi from Breadsticks.mkv
13 - Achilles, Tortoises, Limits and Continuity.mkv
14 - Calculators and Approximations.mkv
15 - The Best of All Possible World - Optimization.mkv
16 - Economics and Architecture.mkv
17 - Galileo, Newton and Baseball.mkv
18 - Getting Off the Line - Motion in Space.mkv
19 - Mountain Slopes and Tangent Planes.mkv
20 - Several Variables - Volumes Galore.mkv
21 - The Fundamental Theorem Extended.mkv
22 - Fields of Arrows - Differential Equations.mkv
23 - Owls, Rats, Waves and Guitars.mkv
24 - Calculus Everywhere.mkv
Calculus Made Clear - Part I.pdf
Calculus Made Clear - Part II.pdf
480p - Mathematics Describing the Real World - Precalculus and Trigonometry (2011) x265
00. Professor Bio.mkv
01. An Introduction to Precalculus—Functions.mkv
02. Polynomial Functions and Zeros.mkv
03. Complex Numbers.mkv
04. Rational Functions.mkv
05. Inverse Functions.mkv
06. Solving Inequalities.mkv
07. Exponential Functions.mkv
08. Logarithmic Functions.mkv
09. Properties of Logarithms.mkv
10. Exponential and Logarithmic Equations.mkv
11. Exponential and Logarithmic Models.mkv
12. Introduction to Trigonometry and Angles.mkv
13. Trigonometric Functions—Right Triangle Definition.mkv
14. Trigonometric Functions—Arbitrary Angle Definition.mkv
15. Graphs of Sine and Cosine Functions.mkv
16. Graphs of Other Trigonometric Functions.mkv
17. Inverse Trigonometric Functions.mkv
18. Trigonometric Identities.mkv
19. Trigonometric Equations.mkv
20. Sum and Difference Formulas.mkv
21. Law of Sines.mkv
22. Law of Cosines.mkv
23. Introduction to Vectors.mkv
24. Trigonometric Form of a Complex Number.mkv
25. Systems of Linear Equations and Matrices.mkv
26. Operations with Matrices.mkv
27. Inverses and Determinants of Matrices.mkv
28. Applications of Linear Systems and Matrices.mkv
29. Circles and Parabolas.mkv
30. Ellipses and Hyperbolas.mkv
31. Parametric Equations.mkv
32. Polar Coordinates.mkv
33. Sequences and Series.mkv
34. Counting Principles.mkv
35. Elementary Probability.mkv
36. GPS Devices and Looking Forward to Calculus.mkv
Mathematics Describing the Real World - Precalculus and Trigonometry.pdf
480p - Understanding Calculus - Problems, Solutions, And Tips (2010) x265
00. Professor Bio.mkv
01. A Preview of Calculus.mkv
02. Review - Graphs, Models, and Functions.mkv
03. Review - Functions and Trigonometry.mkv
04. Finding Limits.mkv
05. An Introduction to Continuity.mkv
06. Infinite Limits and Limits at Infinity.mkv
07. The Derivative and the Tangent Line Problem.mkv
08. Basic Differentiation Rules.mkv
09. Product and Quotient Rules.mkv
10. The Chain Rule.mkv
11. Implicit Differentation and Related Rates.mkv
12. Extrema on an Interval.mkv
13. Increasing and Decreasing Functions.mkv
14. Concavity and Points of Inflection.mkv
15. Curve Sketching and Linear Approximations.mkv
16. Applications - Optimization Problems, Part 1.mkv
17. Applications - Optimization Problems, Part 2.mkv
18. Antiderivatives and Basic Integration Rules.mkv
19. The Area Problem and The Definite Intregral.mkv
20. The Fundamental Theorem of Calculus, Part 1.mkv
21. The Fundamental Theorem of Calculus, Part 2.mkv
22. Integration by Substitution.mkv
23. Numerical Integration.mkv
24. Natural Logarithmic Function - Differentiation.mkv
25. Natural Logarithmic Function - Integration.mkv
26. Exponential Function.mkv
27. Bases Other than e.mkv
28. Inverse Trigonometric Functions.mkv
29. Area of a Region Between 2 Curves.mkv
30. Volume - The Disk Method.mkv
31. Volume - The Shell Method.mkv
32. Applications - Arc Length and Surface Area.mkv
33. Basic Integration Rules.mkv
34. Other Techniques of Integration.mkv
35. Differential Equations snd Slope Fields.mkv
36. Applications of Differential Equations.mkv
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