Find the general solution to the system x' = Ax where A is the given matrix. -1 A= 5 -4 3 4 1 a) X(t)=Cd cos(41) + sin(4
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Find the general solution to the system x' = Ax where A is the given matrix. -1 A= 5 -4 3 4 1 a) X(t)=Cd cos(41) + sin(4
Find the general solution to the system x' = Ax where A is the given matrix. -1 A= 5 -4 3 4 1 a) X(t)=Cd cos(41) + sin(41) + é ) (41) 0 2 -2 4 4 -2 b) x(t)= C, e (41) sin (41) +cos(41) sin(41 5 0 0 5 5 4 4 47 -47 -2 .) -0,8(0owon | + 0 : ) + 6(cuan | * -ison
1 ੧॥ 히 | MOV= 0; & (coven 7 |---10:) + 5*(cca. 1 : +218) 3 1 4) **)- 6, " (car) - |---|:]+6*(cam : *---| 31) | 해 ) KOF056(|----|:])+(cen? |----5|: 1) 회 auto- , 8(60|| |--- |;))=3,8(040 | |-*-| 3 ) cX(tCe* cos(t sin(t) cost) + sin(t) 2 0 5 5 4 - 2 d) x(t)= C e' cos(41) sin(41) + e cos() + sin(41) -2 5 4 -2 e) x()= (41) sin() + cos(41) + sin() 2 5 f) None of the above.
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