Coursera / University of Pennsylvania - Calculus: Single Variable

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Coursera / University of Pennsylvania - Calculus: Single Variable (Size: 1.42 GB)

		1 - 1 - Lecture 0 Introduction.srt	10.17 KB
		1 - 1 - Lecture 0 Introduction.txt	6.72 KB
		1 - 1 - Lecture 0 Introduction.mp4	19.11 MB
		2 - 1 - Lecture 1 Functions.srt	16.13 KB
		2 - 10 - Lecture 8 lHpitals Rule.srt	16.89 KB
		2 - 11 - Lecture 9 Orders of Growth.srt	16.58 KB
		2 - 12 - Lecture 9 BONUS.srt	12.25 KB
		2 - 2 - Lecture 2 Exponentials.srt	15.34 KB
		2 - 3 - Lecture 2 BONUS.srt	4.88 KB
		2 - 4 - Lecture 3 Taylor Series.srt	14.73 KB
		2 - 5 - Lecture 4 Computing Taylor Series.srt	15.87 KB
		2 - 6 - Lecture 5 Convergence.srt	15.4 KB
		2 - 7 - Lecture 5 BONUS.srt	6.83 KB
		2 - 1 - Lecture 1 Functions.txt	10.66 KB
		2 - 10 - Lecture 8 lHpitals Rule.txt	11.11 KB
		2 - 11 - Lecture 9 Orders of Growth.txt	10.94 KB
		2 - 12 - Lecture 9 BONUS.txt	8.08 KB
		2 - 2 - Lecture 2 Exponentials.txt	10.15 KB
		2 - 3 - Lecture 2 BONUS.txt	3.23 KB
		2 - 4 - Lecture 3 Taylor Series.txt	9.74 KB
		2 - 5 - Lecture 4 Computing Taylor Series.txt	10.47 KB
		2 - 6 - Lecture 5 Convergence.txt	10.14 KB
		2 - 7 - Lecture 5 BONUS.txt	4.55 KB
		2 - 1 - Lecture 1 Functions.mp4	21.26 MB
		2 - 10 - Lecture 8 lHpitals Rule.mp4	23.18 MB
		2 - 11 - Lecture 9 Orders of Growth.mp4	25.43 MB
		2 - 12 - Lecture 9 BONUS.mp4	17.74 MB
		2 - 2 - Lecture 2 Exponentials.mp4	20.36 MB
		2 - 3 - Lecture 2 BONUS.mp4	7.99 MB
		2 - 4 - Lecture 3 Taylor Series.mp4	21.37 MB
		2 - 5 - Lecture 4 Computing Taylor Series.mp4	21.95 MB
		2 - 6 - Lecture 5 Convergence.mp4	22.28 MB
		2 - 7 - Lecture 5 BONUS.mp4	11.84 MB
		3 - 1 - Lecture 10 Derivatives.srt	16.03 KB
		3 - 10 - Lecture 16 Differentiation Operator.srt	13.96 KB
		3 - 11 - Lecture 16 BONUS.srt	6.24 KB
		3 - 2 - Lecture 11 Differentiation Rules.srt	16.19 KB
		3 - 3 - Lecture 11 BONUS.srt	10.77 KB
		3 - 4 - Lecture 12 Linearization.srt	14.42 KB
		3 - 5 - Lecture 13 Higher Derivatives.srt	14.99 KB
		3 - 6 - Lecture 13 BONUS.srt	8.91 KB
		3 - 7 - Lecture 14 Optimization.srt	16.07 KB
		3 - 8 - Lecture 14 BONUS.srt	8.27 KB
		3 - 9 - Lecture 15 Differentials.srt	17.17 KB
		3 - 1 - Lecture 10 Derivatives.txt	10.63 KB
		3 - 10 - Lecture 16 Differentiation Operator.txt	9.17 KB
		3 - 11 - Lecture 16 BONUS.txt	4.09 KB
		3 - 2 - Lecture 11 Differentiation Rules.txt	10.69 KB
		3 - 3 - Lecture 11 BONUS.txt	7.08 KB
		3 - 4 - Lecture 12 Linearization.txt	9.47 KB
		3 - 5 - Lecture 13 Higher Derivatives.txt	9.93 KB
		3 - 6 - Lecture 13 BONUS.txt	5.87 KB
		3 - 7 - Lecture 14 Optimization.txt	10.54 KB
		3 - 8 - Lecture 14 BONUS.txt	5.53 KB
		3 - 9 - Lecture 15 Differentials.txt	11.23 KB
		3 - 1 - Lecture 10 Derivatives.mp4	25.47 MB
		3 - 10 - Lecture 16 Differentiation Operator.mp4	19.12 MB
		3 - 11 - Lecture 16 BONUS.mp4	12.07 MB
		3 - 2 - Lecture 11 Differentiation Rules.mp4	24.64 MB
		3 - 3 - Lecture 11 BONUS.mp4	18.63 MB
		3 - 4 - Lecture 12 Linearization.mp4	22.38 MB
		3 - 5 - Lecture 13 Higher Derivatives.mp4	22.09 MB
		3 - 6 - Lecture 13 BONUS.mp4	15 MB
		3 - 7 - Lecture 14 Optimization.mp4	22.43 MB
		3 - 8 - Lecture 14 BONUS.mp4	13.48 MB
		3 - 9 - Lecture 15 Differentials.mp4	25.17 MB
		4 - 10 - Lecture 24 Partial Fractions.srt	14.47 KB
		4 - 11 - Lecture 24 BONUS.srt	6.25 KB
		4 - 12 - Lecture 25 Definite Integrals.srt	18.05 KB
		4 - 13 - Lecture 26 The F.T.I.C..srt	15.08 KB
		4 - 14 - Lecture 26 BONUS.srt	11.97 KB
		4 - 15 - Lecture 27 Improper Integrals.srt	15.63 KB
		4 - 16 - Lecture 27 BONUS.srt	5.64 KB
		4 - 17 - Lecture 28 Trigonometric Integrals.srt	15.47 KB
		4 - 18 - Lecture 29 Tables and Software.srt	12.61 KB
		4 - 2 - Lecture 18 A Simple O.D.E..srt	16.87 KB
		4 - 10 - Lecture 24 Partial Fractions.txt	9.65 KB
		4 - 11 - Lecture 24 BONUS.txt	4.14 KB
		4 - 12 - Lecture 25 Definite Integrals.txt	11.91 KB
		4 - 13 - Lecture 26 The F.T.I.C..txt	9.89 KB
		4 - 14 - Lecture 26 BONUS.txt	7.94 KB
		4 - 15 - Lecture 27 Improper Integrals.txt	10.27 KB
		4 - 16 - Lecture 27 BONUS.txt	3.75 KB
		4 - 17 - Lecture 28 Trigonometric Integrals.txt	10.24 KB
		4 - 18 - Lecture 29 Tables and Software.txt	8.34 KB
		4 - 2 - Lecture 18 A Simple O.D.E..txt	11.13 KB
		4 - 1 - Lecture 17 Indefinite Integrals.mp4	23.99 MB
		4 - 10 - Lecture 24 Partial Fractions.mp4	17.15 MB
		4 - 11 - Lecture 24 BONUS.mp4	11.11 MB
		4 - 12 - Lecture 25 Definite Integrals.mp4	19.47 MB
		4 - 13 - Lecture 26 The F.T.I.C..mp4	16.97 MB
		4 - 14 - Lecture 26 BONUS.mp4	18.08 MB
		4 - 15 - Lecture 27 Improper Integrals.mp4	17.28 MB
		4 - 16 - Lecture 27 BONUS.mp4	11.81 MB
		4 - 17 - Lecture 28 Trigonometric Integrals.mp4	17.56 MB
		4 - 18 - Lecture 29 Tables and Software.mp4	13.21 MB
		5 - 1 - Lecture 30 Simple Areas.srt	16.04 KB
		5 - 10 - Lecture 36 Surface Area.srt	15.68 KB
		5 - 11 - Lecture 37 Work.srt	15.71 KB
		5 - 12 - Lecture 38 Elements.srt	13.81 KB
		5 - 13 - Lecture 38 BONUS.srt	6.23 KB
		5 - 14 - Lecture 39 Averages.srt	16.35 KB
		5 - 15 - Lecture 40 Centroids.srt	16.52 KB
		5 - 16 - Lecture 40 BONUS.srt	8.4 KB
		5 - 17 - Lecture 41 Moments and Gyrations.srt	15.59 KB
		5 - 18 - Lecture 41 BONUS.srt	7.79 KB
		5 - 1 - Lecture 30 Simple Areas.txt	10.47 KB
		5 - 10 - Lecture 36 Surface Area.txt	10.28 KB
		5 - 11 - Lecture 37 Work.txt	10.28 KB
		5 - 12 - Lecture 38 Elements.txt	9.16 KB
		5 - 13 - Lecture 38 BONUS.txt	4.14 KB
		5 - 14 - Lecture 39 Averages.txt	10.75 KB
		5 - 15 - Lecture 40 Centroids.txt	10.99 KB
		5 - 16 - Lecture 40 BONUS.txt	5.52 KB
		5 - 17 - Lecture 41 Moments and Gyrations.txt	10.29 KB
		5 - 18 - Lecture 41 BONUS.txt	5.21 KB
		5 - 1 - Lecture 30 Simple Areas.mp4	16.83 MB
		5 - 10 - Lecture 36 Surface Area.mp4	16.69 MB
		5 - 11 - Lecture 37 Work.mp4	17.13 MB
		5 - 12 - Lecture 38 Elements.mp4	15.59 MB
		5 - 13 - Lecture 38 BONUS.mp4	8.47 MB
		5 - 14 - Lecture 39 Averages.mp4	18.79 MB
		5 - 15 - Lecture 40 Centroids.mp4	18.32 MB
		5 - 16 - Lecture 40 BONUS.mp4	9.96 MB
		5 - 17 - Lecture 41 Moments and Gyrations.mp4	18.13 MB
		5 - 18 - Lecture 41 BONUS.mp4	9.54 MB
		6 - 1 - Lecture 45 Sequences.srt	15.48 KB
		6 - 10 - Lecture 53 Absolute Conditional.srt	14.97 KB
		6 - 11 - Lecture 54 Power Series.srt	18.28 KB
		6 - 12 - Lecture 55 Taylor Series Redux.srt	16.43 KB
		6 - 13 - Lecture 56 Approximation and Error.srt	18.62 KB
		6 - 14 - Lecture 56 BONUS.srt	9.72 KB
		6 - 15 - Lecture 57 Calculus Redux.srt	16.5 KB
		6 - 16 - Lecture 57 BONUS.srt	9.03 KB
		6 - 17 - Lecture 58 Foreshadowing.srt	12.97 KB
		6 - 18 - Credits.srt	2.73 KB
		6 - 1 - Lecture 45 Sequences.txt	9.29 KB
		6 - 10 - Lecture 53 Absolute Conditional.txt	8.96 KB
		6 - 11 - Lecture 54 Power Series.txt	10.87 KB
		6 - 12 - Lecture 55 Taylor Series Redux.txt	9.8 KB
		6 - 13 - Lecture 56 Approximation and Error.txt	11.42 KB
		6 - 14 - Lecture 56 BONUS.txt	5.96 KB
		6 - 15 - Lecture 57 Calculus Redux.txt	9.98 KB
		6 - 16 - Lecture 57 BONUS.txt	5.72 KB
		6 - 17 - Lecture 58 Foreshadowing.txt	8.61 KB
		6 - 18 - Credits.txt	1.71 KB
		6 - 1 - Lecture 45 Sequences.mp4	17.92 MB
		6 - 10 - Lecture 53 Absolute Conditional.mp4	17.69 MB
		6 - 11 - Lecture 54 Power Series.mp4	18.95 MB
		6 - 12 - Lecture 55 Taylor Series Redux.mp4	22.56 MB
		6 - 13 - Lecture 56 Approximation and Error.mp4	19 MB
		6 - 14 - Lecture 56 BONUS.mp4	11.85 MB
		6 - 15 - Lecture 57 Calculus Redux.mp4	17.39 MB
		6 - 16 - Lecture 57 BONUS.mp4	11.9 MB
		6 - 17 - Lecture 58 Foreshadowing.mp4	30.8 MB
		6 - 18 - Credits.mp4	6.21 MB
		Readme.txt	1001 bytes

Description

Summer 2013

https://www.coursera.org/course/calcsing

This course provides a brisk, entertaining treatment of differential and integral calculus, with an emphasis on conceptual understanding and applications to the engineering, physical, and social sciences.

Calculus is one of the grandest achievements of human thought, explaining everything from planetary orbits to the optimal size of a city to the periodicity of a heartbeat. This brisk course covers the core ideas of single-variable Calculus with emphases on conceptual understanding and applications. The course is ideal for students beginning in the engineering, physical, and social sciences. Distinguishing features of the course include:

* the introduction and use of Taylor series and approximations from the beginning;
* a novel synthesis of discrete and continuous forms of Calculus;
* an emphasis on the conceptual over the computational; and
* a clear, entertaining, unified approach.

Also see the helpful wiki: http://calculus.seas.upenn.edu

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Coursera / University of Pennsylvania - Calculus: Single Variable