How can I solve this system of equation: $$ Mx''(t)+(K+N)x'(t)+(D+G)x(t)=F(t) $$ $ x(0)=0 $ where M, K, N, D, G are matrix I tried substitution $ z=(x, x') $

  • $\begingroup$ Well, that substitution is where I would start - then move to eigenvalues and eigenvectors. Please post your work. $\endgroup$ – Adrian Keister May 21 at 23:07

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