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EULER'S METHOD OF SOLVING ORDINARY DIFFERENTIAL
EQUATIONS (CHAPTER 08.02)
Estimating an Integral:
Example
By
Autar Kaw |
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TOPIC DESCRIPTION |
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Euler's method is the simplest numerical
method of solving an ordinary differential equation of the form
dy/dx=f(x,y),
y(0)=y0.
Via an example, this video teaches you how to estimate an
integral using Euler's method. |
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ALL VIDEOS FOR THIS TOPIC |
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Euler's Method of Solving ODEs:
Derivation [YOUTUBE
9:53]
[TRANSCRIPT]
Euler's Method of Solving ODEs:
Example
[YOUTUBE 10:57]
[TRANSCRIPT]
Euler's Method of Estimating
Integrals: Theory
[YOUTUBE
7:11]
[TRANSCRIPT]
Euler's Method of Estimating
Integrals: Example
[YOUTUBE
8:58]
[TRANSCRIPT] |
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COMPLETE RESOURCES |
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Get in one
place the following: a textbook chapter, a PowerPoint presentation,
individual YouTube lecture videos, worksheets to illustrate the method
and its convergence, and multiple-choice questions on
Euler's Method. |