2.求解下列常系数线性微分方程:-|||-(1) ^(4)-5(x)^n+4x=0;-|||-(2) ^m-3a(x)^n+3(a)^2(x)^1-(a)^3x=0;-|||-(3) ^(5)-4(x)^m=0;-|||-(4) ''+x'+x=0;-|||-(5) ''-(a)^2s=t+1 ;-|||-(6) ^m-4x''+5x'-2x=2t+3;-|||-(7) ^(4)-2(x)^n+x=(t)^2-3;-|||-(8) ^m-x=cos t;-|||-(9) ''+x'-2x=8sin 2t;-|||-(10) ^m-x=(e)^t;-|||-(11) ''+2as'+(a)^2s=(e)^t;-|||-(12) ''+6x'+5x=(e)^2t;-|||-(13) ''-2x'+3x=(e)^-tcos t;-|||-(14) ''+x=sin t-cos 2t;-|||-(15) ''-4x'+4x=(e)^t+(e)^2t+1;-|||-(16) ''+9x=tsin 3t;-|||-(17) ''-2x'+2x=t(e)^tcos t;-|||-(18) ''+2x'+5x=4(e)^-t+17sin 2t;-|||-(19) ''+x=dfrac (1)({sin )^3t};-|||-(20) ''+x=1-dfrac (1)(sin t)

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