ODE :: xy'' + y' +2xy = 0 :: Method of Frobenius Series Solution about a Regular Singular Point
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YouTubeJonathan Walters
ODE :: xy'' + y' +2xy = 0 :: Method of Frobenius Series Solution about a Regular Singular Point
In this video we apply the method of Frobenius to solve a differential equation xy'' + y' + 2xy = 0 with a power series expanded about the regular singular point x=0. We find a repeated indicial root, and a recurrence relation that has terms staggered by two. We also find that c1 = 0 making all odd coefficients, then, equal zero. Thus, the ...
169.2K viewsApr 26, 2019
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