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\noindent Quiz 5


\noindent Math 226, Section 02

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\noindent One solution of the differential equation
$$
y'' + (\sin t) y' + (2\sin t - 4)y = 0
$$
is $y = e^{-2t}$.  Find the general solution.  Your answer should
include an (unevaluatable) indefinite integral and two arbitrary constants.


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