solve the following equation y^''+6y^'+4y=0
Here A.E. is m^2+6m+4=0givening m=-3±√5Hence the general solution is:Y_(G.S.)=e^(-3x) (c_1 cosh〖(x√5〗)+c_2 sinh〖(x√5)〗 )
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Here A.E. is m^2+6m+4=0
need an explanation for this answer? contact us directly to get an explanation for this answergivening m=-3±√5
Hence the general solution is:
Y_(G.S.)=e^(-3x) (c_1 cosh〖(x√5〗)+c_2 sinh〖(x√5)〗 )