In the circuit in (Figure 1), switch 1 has been in position a andswitch 2 has been closed for a long time. At t = 0, switch 1moves instantaneously to position b. Four hundred microsecondslater, switch 2 opens, remains open for 1 ms, and then recloses.Figure0+400 μs5 ΚΩ2+t=035 ΚΩbSteVo 50 nF35 ΚΩ8 mA1 of 10+ 1.4 ms10 ΚΩPart AFind v, 2.6 ms after switch 1 makes contact with terminal b.Express your answer to three significant figures and include the appropriate units.vo (2.6 ms) = 1.478μASubmit Previous Answers Request AnswerX Incorrect; Try Again; 4 attempts remainingProvide Feedback?

This problem involves transient theorem: We have to find the capacitor voltage at t=2.6 milli…

Answered: In the circuit in (Figure 1), switch 1…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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S1 switch in the circuit has been closed for a long time and it is opened at t=0s. Then, S2 switch changes its position from “a” to “b” at t=10 ms. Find the current flows through the inductor for t≥ 10 ms Please only clean handwriting please ASAP
Two resistors and a capacitor are connected in a network with a switch S. The switch S has been open for a long time and closes at t=0; a) Calculate U just after t=0 b) Calculate U after a long time After being switched on for a long time, the circuit breaker S opens (breaks). c) Calculate the current I2 through the resistor R2 immediately after breaking d) Calculate I2 long time after the break
In the circuit in the figure, the switch closes at t = 0, after one hour it changes position, goes to position 2. Determine i) Vab (100ms), Vac (100ms), Vbc (100ms), ii) the time required for Vr2 to equal 20V.
3. 7.3 PSPICEMULTISIM The switch in the circuit has beenopen for a long time. At t=0 the switch is closed.2. b) Determine io(t) for t≥0.
If the switch in the figure was closed for a long time and opens at t = 0, find:a) i(0), wL(0)b) Constant of time tc) i(t), vL(t)
In the circuit of Figure 3, switches 1 and 2 operate synchronously (when one opens, the switch another closes). Switch 1 has been open for a long time before closing at t = 0. Determine an expression for iL (t) for t≥0
In the circuit, V is a 3.4 V battery, C is a 71.3 μC capacitor, L is a 29.6 mH coil (with no resistance), R1 = R3 = R4 = 3.99 Ω, R2 = 6.78 Ω and S is a switch, initially open. At t = 0 the switch is closed. At that instant: find dI/ dt, the rate at which the current is changing in the coil, in A/s. The sign of the answer will indicate if I (current) is increasing or decreasing.
5. 7.5 PSPICEMULTISIM The switch in the circuit has beenin position 1 for a long time. At t=0, the switch moves instantaneously toposition 2. Find vo(t) for t≥0+.
In the circuit below, the switch closes at time t=0. Assume that Is = 3.76 A, R = 14.9 kΩ, and L = 87 uH. You are told that the current through the inductor just before the switch closes is 2.32 A. Calculate the current through the inductor at time t=3.95 ns.
A circuit consisting of resistors and capacitors is shown inFig.-1, below.E“120.0V,R1“4.00 MΩ,R2“8.00 MΩ,R3“2.50 MΩ,R4“1.50 MΩ,C1“15.0μF,C2“10.0μF,C3“7.00μF, andC4“3.50μF. The switch is initially open, and all capacitors are initially uncharged. Figure 1 -E“120.0V,R1“4.00 MΩ,R2“8.00 MΩ,R3“2.50 MΩ,R4“1.50 MΩ,C1“15.0μF,C2“10.0μF,C3“7.00μF, andC4“3.50μF. a)What will the charge on C4 be10.0 after the switch is closed? b)What will the potential difference acrossC4 be10.0 after the switch is closed? c)What will the current throughR4be10.0 after the switch is closed? d)What will the potential difference across R4 be10.0 after the switch is closed? e)The switch remains closed for a long time. But after the capacitors become fully charged, the switch is then opened. What will the charge on C4 be10.0 after the switch is opened?
The switch in the given figure has been in position A for a long time. Assume the switch moves instantaneously from A to B at t = 0. Find v for t > 0. Assume R = 4 kΩ. The voltage v(t) = v(0) e−t / τv(t) = v(0) e−t⁢ / τ, where v(0)v(0) = ______ V and ττ = ______s.
The switch in the given figure has been in position a for a long time. At t = 0, it moves to position b. Calculate i(t) for all t > 0. Assume C = 3 F. The current i(t) = ______ (e– _______t)u(t) A.

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