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The differential equation transformed to by substituting y=wx .
Write the solutions to the characteristic equation of [seperate one solution to other by , withot any space]
If and are solutions to a linear homogeneous ODE then also a solutions to the ODE.
Let be the solution to the differential equation with initial condition . Calculate .
Let be the solution to the differential equation with initial condition . Calculate .
Let be the solution to the differential equation with initial condition . Calculate .
is a linear ODE.
Differential equation is a separable variable ODE.