The time constant for the given circuit will be 1 F 1 F 1 F 3 Ω M 3Ω 3 A
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- Fill in all the missing values. Refer to the formulas that follow. Resistance Capacitance Time constant Total time 150 k 100 F 350 k 35 s 350 pF 10 s 0.05 F 1.2 M 0.47 F 12F 0.05 s 86 k 1.5 s 120 k 470 pF 250 nF 100 ms 8 F 150 s 100 k 150 ms 33 k 4 F =RCR=CC=R Totaltime=5This circuit is connected to a 1000-Hz line. The resistor has a voltage drop of 185 V. the inductor has a voltage drop of 740 V, and the capacitor has a voltage drop of 444 V. The circuit has an apparent power of 51.8 VA. ETITZVA51.8PFER185VIRRPEL740VILXLVARsLLEC444VICXCVARsCCCapacitive Circuits Fill in all the missing values. Refer to the formulas that follow. XC=12fCC=12fXCf=12CXc Capacitance XC Frequency 38 F 60 Hz 78.8 400 Hz 250 pF 4.5 k 234 F 10 kHZ 240 50 Hz 10 F 36.8 560 nF 2 MHz 15 k 60 Hz 75 nF 560 470 pF 200 kHz 6.8 k 400 Hz 34 F 450
- When the following time diagram is completed, how many of the 15 regions are 1? (Qstart = 1)21. The time constant of an RL circuit is the time when the current reaches to what percent of its steady state value? A. 90% C. 57.7% B. 63.2% D. 50%inductance (L) = 8mhDetermine the time constant of the circuit. Calculating the time the circuit is predicted to go into final state.
- The value of x[n] = u[n] + 7 at n = 4 is: (a) 6 (b) 7 (c) 8 (d) 11The circuit shown is at steady state before the switch closes. The inductor's value is L = 3.5 H. Determine iL(t) for t ≥ 0. Answer: (0.514 + 0.286e−4t) AThe current through a 100-uF capacitor is i(t) = 50 sin 120 πt mA. Calculate the voltage across it at t =1 ms and t = 5ms. Take v(0) = 0.
- In the circuit below, the switch closes at time t=0. Assume that Is = 3.14 A, R = 12.1 kΩ, and L = 92 uH. You are told that the current through the inductor just before the switch closes is 2.92 A. Calculate the current through the inductor at time t=1.14 ns.R1 = 750 ohms R2 = 1400 ohms Is = 2mA when t<0 and 0mA when t>=0 It is known that the instantaneous power has a maximum value of 85.88 mW and the first maximum (after t = 0) occurs at 2.581 ms. Find a capacitor and inductor which matches these operating conditions (to the neareast millihenry and microfarad)R = 91 ohm L = 93 H C = 3 mF Can you please find the equation for the voltage across the capacitor ..