How can I solve the equation $x''+x=\tan(t)$, $x(0)=0,x'(0)=1$, using the Laplace transform?
I know that $\tan(t)$ has no Laplace transform.
How can I solve the equation $x''+x=\tan(t)$, $x(0)=0,x'(0)=1$, using the Laplace transform?
I know that $\tan(t)$ has no Laplace transform.
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