5. The switch in the circuit has been in position 'a' for a long time. At t = 0 the switch moves instantaneously to position 'b'. Find the following: The damped form of the solution for t≥0. b. v. (0*) and the current through the inductor i(0*) c. Vo (∞) dvo(0*) d. dt e. vo(t) for t≥0 5. a. underdamped b. vo(0) -16 V, i (0*) = 75 mA c. Vo (∞) = 20 V dvo(0+) d. = 6.00(106) V/s dt b 960 Ω w 1=0 160 Ω ww 480 Ω 0.5 mH m 28 V vo(t); 12.5 NF 20 V e. vo(t)=20e-320,000t [36 cos(240,000t) + 23sin (240,000)] V

The switch in the circuit shown in  has been in position a for a longtime. At t=0, the switch moves from position a to position b. The switch is amake-before-break type; that is, the connection at position b is establishedbefore the connection at position a is broken, so the inductor current iscontinuous.2. What is the initial voltage across the inductor just after the switch hasbeen moved to position b?

Calculate i for t > 0, if ig = 10 A and the circuit is in steady statepermanent at t = 0-. how to get the written answer to the template under the circuit?

Calculate V1 and v2 for t > 0, if the circuit is in steady stateat t = 0-. how to get the written answer to the template under the circuit?

The switch S is closed at t = 0. Which statements about the following RL circuit are true? (Assume a DC source and that the inductors have no resistance.) Circle all answers that apply. L L R (A) Immediately after the switch is closed, the source sees an equivalent resistance of R/2. (B) Immediately after the switch is closed, the source sees an equivalent resistance of 2R. (C) Immediately after the switch is closed, the source sees an equivalent resistance of 3R/2. (D) At t = infinity after the switch is closed, the source sees an equivalent resistance of R. (E) At t = infinity after the switch is closed, the source sees an equivalent resistance of 2R. (F) At t = infinity after the switch is closed, the source sees an equivalent resistance of 3R/2.

(b) In the initial condition, K is closed, and a steady state is reached in the network of below Figure. At t-0, the switch is opened. What is the current through inductor? (a) Show that K 50 V 100 ww 100 uF 2H 1

Now suppose the switch in the circuit in  has been inposition b for a long time. At t=0, the switch moves instantaneouslyto position a and stays there. Find the initial and final values of thecapacitor voltage, the time constant for t≥0, and the expression forthe capacitor voltage for t≥0

circuit theory I want the answer before 30 minutes, please. I want the answer as soon as possible, because I do not have time, and if I skip the specified time, I do not benefit from the answer.

a series circuit consisting of a resistance r an inductor l and a capacitor c, is connected to a voltage source e. formulate a differential equation that describes the current i in the circuit at any time t > 0

In the circuit shown in Figure, the switch is activated at t = 0 s for position 2 of position 1, where you've spent a lot of time. Find the expression of the current in the inductor for t> 0.