Consider the following RLC circuit as shown in Figure 1, where u(t) is the current source and input of the system, Vr(t) is the resistor R voltage, vc(t) is the

capacitor C voltage, iL(t) is the inductor L current, vL(t) is the inductor L voltage. According to your y value, answer one of the following three questions: (a) 0sy s3: Determine the transfer function between the capacitor voltage and the input current, i.e. G_{c}(\mathbf{s})=\frac{V_{G}(\mathrm{G})}{U(\theta)} (b)4 sys 6: Determine the transfer function between the inductor voltage and the input current, i.e. G_{L}(s)=\frac{V_{L}(B)}{U(\partial)} (c) 7sys 9: Determine the transfer function between the resistor voltage and the input current, i.e. G_{L}(\mathbf{s})=\frac{V_{R}(\mathrm{G})}{v(c)}