ODE:: y'' - xy' + 2y=0 :: Power Series Solution about an Ordinary Point
25:23
YouTubeJonathan Walters
ODE:: y'' - xy' + 2y=0 :: Power Series Solution about an Ordinary Point
Here, we derive two linearly independent solutions of a differential equation y''-xy'+2y=0 using a power series expansion about an ordinary point. An ordinary point is one that is not singular. A singular point is one that make the coefficient of y'' zero. As there are no singular points in this example we see every point is ordinary. This is ...
95K viewsApr 22, 2019
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