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For the network illustrated in the figure below: (a) Find an expression for the admittance Y(s) 1/Z(s) seen at its terminals, and express it as a rational function. Derive expressions for poles and zeros of Y(s) as a function of R, L and C.= (b) Assume R = 1000, and select values of L and C such that one zero of Y(s) is located 250 rad/s. What is the at -5000 rad/s, and the poles of Y(s) are complex with wo value of the damping factor of the poles of Y(s)?

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