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okz this is a question from Higher Order Differential Equations. We are solving it from General Method to find [tex]y_{p}[/tex].

[tex]y_{p}=\frac{secax}{D^{2}+a^{2}}[/tex]

I solve it and reaches this point:

[tex]y_{p}=\frac{1}{D+a\iota} e^{a\iota x} \int secax.e^{-a\iota x} dx[/tex]

Please tell me some way to deal with this Integral Term. How can i solve it to get the final answer. What should be the best way to solve it,

i shall be thankful to u for this act of kindness.

take carez!!

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# Higher order General Method problem

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