Determine the voltage across R2 in the given circuit. (Calculate the direction in radians and round...
In a circuit, a parallel combination of a resistor R2 = 20.3 Ω and an inductor of L = 3.70 mH is connected in series with a resistor of R1 = 5.80 Ω, a 6.00-V dc battery, and a switch. What is the voltage across the 5.80-Ω resistor immediately after the switch is closed? What is the current in the 3.70-mH inductor after the switch has been closed for a long time? 6.00 V I SR,
1.29 The voltage source of the circuit shown in Fig. P1.29 is given by vs(t) = 25 cos(4 x 104t - 45°) (V). Obtain an expression for il(t), the current flowing through the inductor IR vs() R23 R1 = 20 12, R2 = 30 12, L = 0.4 mH
1. For the shown circuit with 2 electrical equipment (2 loads), R1 = 60 Ω R2 = 30 Ω ET = Vt = 120 V E: the potential difference in Volts Calculate the following: a) RT (total Resistance) b) IT (Total Current) c) IR1 (Current in equipment R1) d) IR2 (Current in equipment R2) e) VR2 (Voltage across R2) No circuit diagram was given. Just need the calculations from A - E.
Determine the voltage across each resistor and the three currents (with direction). I got: Am I right?? Not sure if I did this properly... 120 Ω A 20V 30 Ω ΛΑ 60 V 60Ω Β. Combo 1 R1 R2 R3 Battery Battery Resistance (0) ·120-12 30 12 6022 Current (A) OA 0.67A -0.67A....0.67A OA Voltage (V) OV. 20.00V...40.00V. -60V.. 20V
Calculate the voltage and current across each resistor in the circuit R1 R2 150 22 68 22 R33 390 22 3900 R5 470 22 4700 5 V R4 100 22
Find the voltage gain of the amplifier given below, assuming Rj = 15 kOhm, R2 = 6 kOhm, R, = 2 kOhm, Rx = 17 kOhm, and RL is unknown. Round your answer off to two decimal places. Answer: Check RE Determine the RMS value of the output voltage Vout(t) in units of V, given that R; = 13 kOhms, R1 = 4 kOhms, and that vi(t) = 13 cos(21500t) V. Round your answer off to two decimal places. Answer:...
Question 6 1 pts In the circuit below, Vin is a 2 VRMs sinusoidal voltage source and Vd is a dependent voltage source, dependent on the voltage appearing across R2. Vd essentially scales the voltage across R2 by the value Avoc, or mathematically as Va = Avoc VR2. Assume Avoc = 10 V/V, R1 = 672, R2 = 6,411 S2, R3 = 48 S2, and R4 = 602. Determine the RMS voltage appearing across R4. Round your answer to two...
Two resistors R1-15.0 Ω, and R2-11.0 Ω are connected with a 330 mH inductor, a 12.0 V battery and a two-way switch as shown in the diagram below. At t-0, the switch ab is closed (a) Determine the time constant for this circuit. (b) Calculate the current in the two resistors and the inductor a long time after the switch is closed. (c) What is the voltage across the two resistors and the inductor a long time after the switch...
Question 21 The voltage drop across R2 = 7 V. Calculate the unknown value for R2. Vs = 13 V Enter your results in Ohms 0 2200 R1 R2 1000 R3 2200 R4 Question 22 Calculate the value of that will operate the lamp in the circuit below. E = 46 V Enter your results in Ohms 0. 1.5W 3V Lamp Question 23 Calculate the total resistance RT in the parallel circuit below. R1 = 6.10 Enter your result in...
Problem 3: Determine explicitly the voltage across R3 in the circuit below R2 R1 R3 R4 (Hint: R2 and R3 are in parallel with R1... this combination is in series with R4. The total resistance can give you the total voltage drop AND then you can just analyze as a voltage divider.)