Thread: Cauchy-Euler Dif EQ
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Old October 21st, 2007, 11:55 AM
alikation0 alikation0 is offline
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Default Cauchy-Euler Dif EQ
For a Cauchy Euler Dif EQ, its auxiliary equation for this Dif EQ:

at^2y'' + bty' + cy = g(t) is:

am^2 + (b-a)m + c = 0.

Use this auxiliary equation to solve the Cauchy-Euler equation below:

t^2y'' - 5ty' + 8y = 0 subject to y(2) = 32 and y'(2) = 0
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