1. Answer the following questions for the circuit found in Figure 1. a. Input u(t) = vg, output y(t) = V, and the state
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1. Answer the following questions for the circuit found in Figure 1. a. Input u(t) = vg, output y(t) = V, and the state
1. Answer the following questions for the circuit found in Figure 1. a. Input u(t) = vg, output y(t) = V, and the state variables x1(t) = vc1(t) and x2(t) = vc2(t) find the representation of the state space of the system by accepting it. (10p) b. Given as R1 = 1.25.2, R2 = 0.8.2, C1 = C2 = 1 F, the state space of the system is please get the representation. Find the transfer function matrix. (5p) C. Given that R1 = 1.2, R2 = 2.2, C1 = 1 - e F and C2 = 1 + e F, the system get a representation of the state space. Find the impact response matrix. (5p) d. the systems you find in (b) and (c) are linear, time-invariant, and causal indicate that they are not. (5p) 1 C1 + Va C2 R2 R1 VCc + V2 Vg -Vcc Figure 1.
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