I know the answers for a, b, d
I request only for question c
Problems (a) 3-37. The following differential equations represent linear time-invariant systems. Wr dynamic equations (state equations and output equations) in vector-matrix form. dy(t) dy(t) +4 dt? + y(t)=5r(t) dt dºy(t) + 2 d’y(t) + dy(t) +5 + 2 y(t)=r(t) dt dt? dt dy(t) d² y(t) (c) dy(t) + 3 + y(t)+ Sy(t)dt =r(7) dt dt? dt day(t) (d) dy(t) +1.5 + y(t)=2r(t) dt² dt (b) 2 +3 + 5 3 2 dy(t) +2.5 dt 3-38. The following transfer functions show linear time-invariant systems. Write the dynamic tions (state equations and output equations) in vector-matrix form. st3 (a) G(s)=
I know the answers for a, b, d I request only for question c
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