1. In Circuit (1a), assign and i, as state variables. Then find the state-space model for...

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1. In Circuit (1a), assign and i, as state variables. Then find the state-space model for the system in terms of R, R, L, C, and t. R Z L R L roo 000 iL + e(t) ( C + ec R E(s) R e(t) Zc E(s) (la) 1 2. In Circuit (2b), let Z = sL, and Z = C SC E(s) E(s) in terms of R, R, L, C, and s. (2b) Use the Impedance NTD approach to find the transfer function 1. In Circuit (1a), assign and i, as state variables. Then find the state-space model for the system in terms of R, R, L, C, and t. R Z L R L roo 000 iL + e(t) ( C + ec R E(s) R e(t) Zc E(s) (la) 1 2. In Circuit (2b), let Z = sL, and Z = C SC E(s) E(s) in terms of R, R, L, C, and s. (2b) Use the Impedance NTD approach to find the transfer function