# How to solve a second order linear homeogeneous ODE with Frobenius?

A simple question i think although i cant find in any books

What do u when u are solving a second order linear hoemoeneous differential equation with frobenius and there is no shift.

$$(X^2)(y^{''}) (-6y)=0$$ it should be normal minus -6y

I only know what to do if there is a shift.Help someone?

This is otherwise known as series solutions to differential equations

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