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Posted: **Wed Apr 27, 2022 6:07 pm**

: Q1 The Input To A Linear Circuit Is The Voltage The Output Is The Voltage The Transfer Function Of The Circuit Is 1 (27.92 KiB) Viewed 34 times

: Q1 The Input To A Linear Circuit Is The Voltage The Output Is The Voltage The Transfer Function Of The Circuit Is 2 (13.07 KiB) Viewed 34 times

: Q1 The Input To A Linear Circuit Is The Voltage The Output Is The Voltage The Transfer Function Of The Circuit Is 3 (15.4 KiB) Viewed 34 times

: Q1 The Input To A Linear Circuit Is The Voltage The Output Is The Voltage The Transfer Function Of The Circuit Is 4 (16.44 KiB) Viewed 34 times

: Q1 The Input To A Linear Circuit Is The Voltage The Output Is The Voltage The Transfer Function Of The Circuit Is 5 (10.35 KiB) Viewed 34 times

: Q1 The Input To A Linear Circuit Is The Voltage The Output Is The Voltage The Transfer Function Of The Circuit Is 6 (13.1 KiB) Viewed 34 times

: Q1 The Input To A Linear Circuit Is The Voltage The Output Is The Voltage The Transfer Function Of The Circuit Is 7 (25.5 KiB) Viewed 34 times

Q1. The input to a linear circuit is the voltage, '. The output is the voltage,. The transfer function of the circuit is H(S)- The poles and zeros of H(s) are shown on the pole-zero diagram in the Figure. х +3 Re[8] At w = 5 rad/s the gain of the circuit is H(5)-10 Determine the step response of the circuit.
-3(5 + joo) H(0) Q2. The network function of a circuit is jos(2 + jo). Sketch the asymptotic magnitude Bode plot corresponding to H.
Q3. An RLC circuit is shown in the following Figure. Find the instantaneous power delivered to the inductor when i = 1 cos ot A and o = 6283 rad/s. 2022 10 mH 10 uF
Q4. The circuit shown in the following Figure is at steady state. The input currents are 4)- 10 cos (251) mA and 13 (1)– 10cos (251 +135°) ma Determine the voltage v (t). 7,0 250 Ω 120 13(0)
Q5. Find V (1) for > 0 in the circuit of the Figure when C = 1/18 F 8 Ω w 2u(t) A Cvi) 422 2 H a
Q6. Find v, and i, for the circuit of the Figure. 3ka 4ka 12V 2 mA 6ka
Q7. The circuit shown in Figure (a) can be reduced to the circuit shown in Figure (b) using source transformations and equivalent resistances. Determine the values of the source current 's and the resistance R. * w 160 S2 4.8 A 802 (a) 48 Ω (6)