Solve 2nd order homogeneous differential equations where the characteristic equation has 2 real roots
2nd order differential equations contain second derivatives
Homogeneous equations are set equal to zero
2nd order homogeneous equations are solved using the characteristic equation
The characteristic equation can have 1 or 2 real roots, or 2 complex roots
Use the discriminant of the characteristic equation to determine the nature of the roots
The 2 roots in this case are used to form the final solution which has a particular fomat
You must learn the standard format as described in the video
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