Mathematics: College Calculus: Level II with Professor Murray
English | flv | Vp6 656x352, 208x240 | MP3 2 ch 128 kbps | 6.29 GB
eLearning
Calculus does not have to be difficult. Dr. William Murray knows what it takes to excel in math and will show you everything you need to know about calculus. Dr. Murray demonstrates his extensive teaching experience by clarifying complicated topics with a wide array of examples, helpful tips, and time-saving tricks. Topics range from Advanced Integration Techniques and Applications of Integrals to Sequences/Series. Dr. Murray received his Ph.D from UC Berkeley, B.S. from Georgetown University, and has been teaching in the university setting for 10+ years.
Table of Contents
I. Advanced Integration Techniques
Integration by Parts 24:52
Integration of Trigonometric Functions 25:30
Trigonometric Substitutions 30:09
Partial Fractions 41:22
Integration Tables 20:00
Trapezoidal Rule, Midpoint Rule, Left/Right Endpoint Rule 22:36
Simpson's Rule 21:08
Improper Integration 44:18
II. Applications of Integrals, part 2
Arclength 23:20
Surface Area of Revolution 28:53
Hydrostatic Pressure 24:37
Center of Mass 25:39
III. Parametric Functions
Parametric Curves 22:26
Polar Coordinates 30:59
IV. Sequences and Series
Sequences 31:13
Series 31:46
Integral Test 23:26
Comparison Test 22:44
Alternating Series 25:26
Ratio Test and Root Test 33:27
Power Series 38:36
V. Taylor and Maclaurin Series
Taylor Series and Maclaurin Series 30:18
Taylor Polynomial Applications 50:50
English | flv | Vp6 656x352, 208x240 | MP3 2 ch 128 kbps | 6.29 GB
eLearning
Calculus does not have to be difficult. Dr. William Murray knows what it takes to excel in math and will show you everything you need to know about calculus. Dr. Murray demonstrates his extensive teaching experience by clarifying complicated topics with a wide array of examples, helpful tips, and time-saving tricks. Topics range from Advanced Integration Techniques and Applications of Integrals to Sequences/Series. Dr. Murray received his Ph.D from UC Berkeley, B.S. from Georgetown University, and has been teaching in the university setting for 10+ years.
Table of Contents
I. Advanced Integration Techniques
Integration by Parts 24:52
Integration of Trigonometric Functions 25:30
Trigonometric Substitutions 30:09
Partial Fractions 41:22
Integration Tables 20:00
Trapezoidal Rule, Midpoint Rule, Left/Right Endpoint Rule 22:36
Simpson's Rule 21:08
Improper Integration 44:18
II. Applications of Integrals, part 2
Arclength 23:20
Surface Area of Revolution 28:53
Hydrostatic Pressure 24:37
Center of Mass 25:39
III. Parametric Functions
Parametric Curves 22:26
Polar Coordinates 30:59
IV. Sequences and Series
Sequences 31:13
Series 31:46
Integral Test 23:26
Comparison Test 22:44
Alternating Series 25:26
Ratio Test and Root Test 33:27
Power Series 38:36
V. Taylor and Maclaurin Series
Taylor Series and Maclaurin Series 30:18
Taylor Polynomial Applications 50:50
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