Represent the system shown in Figure P3 4 in state space where the output is x 3 (t) X3(t) fvz 1 N s m M3 1 kg 3D fv4 1 N s m fvs 1 N s m fv 1 N s m fvz 1 N s m M1 2 kg M2 1 kg f() K 2 N m Frictionless x2(1) FIGURE P3 4

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Question: Represent the system shown in Figure P3.4 in state space where the output is x 3 (t). X3(t) fvz = 1 N-s/m M3 = 1

Represent the system shown in Figure P3.4 in state space where the output is x₃(t).

X3(t) fvz = 1 N-s/m M3 = 1 kg %3D fv4 =

X3(t) fvz = 1 N-s/m M3 = 1 kg %3D fv4 = 1 N-s/m fvs = 1 N-s/m fv =1 N-s/m fvz = 1 N-s/m M1 = 2 kg M2 = 1 kg f() K= 2 N/m Frictionless -x2(1) FIGURE P3.4

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