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Math Tutor DVD - Differential Equations Volume 2 - Higher Order Equations

Автор: Bo0mB0om » 29 июня 2016
Math Tutor DVD - Differential Equations Volume 2 - Higher Order Equations
Math Tutor DVD - Differential Equations: Volume 2 - Higher Order Equations
3xDVDRip | English | AVI | 720 x 480 | XviD ~583 kbps | 29.970 fps
MP3 | 192 Kbps | 44.1 KHz | 2 channel | ~11 hours | 3.72 GB
Genre: eLearning Video / Mathematics


Solving higher order differential equations is challenging for most students simply because the solution methods usually run several pages in length even for the easier problems. The student must identify the type of equation to solve and apply the appropriate solution method, which can lead to valuable lost time on an exam if the wrong solution method is chosen at the outset.
Disk 1
Sect 1: Intro to Higher Order Differential Equations
Sect 2: Identifying Linear Ordinary Differential Equations (ODEs)
Sect 3: Solving Elementary Higher Order ODEs
Sect 4: The Linear Differential Operator
Sect 5: The Wronskian Test For Linearly Independent Solutions
Sect 6: Wronskian Problems
Disk 2
Sect 7: Homogeneous ODEs - Constant Coefficients & Real Roots Part 1
Sect 8: Part 2 of Above
Sect 9: Part 3 of Above
Sect 10: Homogeneous ODEs - Constant Coefficients & Complex Roots Part 1
Sect 11: Part 2 of Above
Sect 12: Part 3 of Above
Sect 13: Non-Homogeneous ODEs Undetermined Coefficients Part 1
Sect 14: Part 2 of Above
Sect 15: Part 3 of Above
Disk 3
Sect 16: Part 4 of Above
Sect 17: Part 5 of Above
Sect 18: Part 6 of Above
Sect 19: Non-Homogeneous ODEs Variation of Parameters Part 1
Sect 20: Part 2 of Above
Sect 21: Part 3 of Above
Sect 22: Part 4 of Above
Math Tutor DVD - Differential Equations Volume 2 - Higher Order Equations
Math Tutor DVD - Differential Equations Volume 2 - Higher Order Equations
Math Tutor DVD - Differential Equations Volume 2 - Higher Order Equations
Math Tutor DVD - Differential Equations Volume 2 - Higher Order Equations
Math Tutor DVD - Differential Equations Volume 2 - Higher Order Equations
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