Nonhomogeneous Second Order Linear Equations
Let us go back to the nonhomogeneous second order linear equations
Recall that the general solution is given by
where is a particular solution of (NH)
and is the general solution of the associated homogeneous equation
In the
previous sections we discussed how to find . In this
section we will discuss two major techniques giving :
[Differential Equations]
[First Order D.E.]
[Second Order D.E.]
[Geometry]
[Algebra]
[Trigonometry ]
[Calculus]
[Complex Variables]
[Matrix Algebra]
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