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1. The auxiliary equation of (aD2+bD+c) = 0 is having two real distinct roots m1 m2 then the general solution is
(A): y= Aem1x+Bem2x
(B): y=(Ax+B)em1x
(C): y=(Ax+B)em2x
(D): y=Aem1y+Bem2y
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