Calculate Vo in the circuit shown below.
R1= 0.5 kohm, R2= 1 kohm, R3= 1 kohm, R4= 4 kohm, R5= 1 kohm, R6= 6 kohm, R7= 6 kohm, R8= 9 kohm, R9= 9 kohm, V1= 5V, V3= 8V, V4= 3V, C1= 1 microfarad
10 have requested this problem solution
The more requests, the faster the answer.
Assuming an ideal op-amp in the following circuit, find output voltage, Vo if R1= 2 K2, R2=8 K12, R3=3.8 KS2, R4=6 KI2, R5=15 KS2, R6=3.8 KN, RL=9.8 K12, V1=1V, 12=0.5 mA and V3=2.2 V. } R6 R1 w R5 w + Vo + } RL 12 R2 V1 R3 R4 + +1 V3 Using the above circuit, but consider the following component values: R1= 2 KN R2=8 K2, R3=4.1 K12, R4=6 KI2, R5=17.0 K12, R6=15 KI, RL=10 KI, V1=1V, 12=0.5mA...
Assuming an ideal op-amp in the following circuit, find output voltage, Vo if R1= 2 K2, R2=8 K2, R3=5.1 K2, R4=6 KN, R5=14 KN, R6=4.2 KS, RL=10.3 KS, V1=1V, 12=0.5 mA and V3=3.2 V. R6 R1 R5 Vo w + * RL + 12 R2 V1 R3 R4 V3 Answer: OV Using the above circuit, but consider the following component values: R1= 2 K12 R2=8 K2, R3=2.9 K2, R4=6 KI2, R5=10.8 K92, R6=15 KO, RL=10 K2, V1=1V, 12=0.5mA and V3=2V....
Assuming an ideal op-amp in the following circuit, find output voltage, Vo if R1= 2 K12, R2=8 KN, R3=3.9 KN, R4=6 KN, R5=18 K2, R6=4.4 KN, RL=12.5 KN, V1=1V, 12=0.5 mA and V3=3.4 V. R6 R1 R5 Vo + + RL R2 V1 R3 R4 + V3 Answer: LOV Using the above circuit, but consider the following component values: R1= 2 KO2 R2=8 K12, R3=3.6 K12, R4=6 K12, R5=16.9 KN, R6=15 KN, RL=10 KO, V1=1V, 12=0.5mA and V3=2V. What is...
a) Find the voltage and current in each bipole and resistor shown in the circuit by using Maxwell's method. b) Verify the results by applying Kirchhoff's Laws. R1 = R3 = R5 = R7 = R9 = 100 Ω R2 = R4 = R6 = R8 = R10 = 200 Ω E1 = E3 = E5 = 9 V E2 = E4 = 6 V Ri www R2 www www R9 R7 www R3 Es R: www Ει EA E2 E3...
Assuming an ideal op-amp in the following circuit, find output voltage, Vo if R1= 2 KS, R2=8 KN, R3=3.4 KA, R4=6 KN, R5=20 KN, R6=2.9 KN, RL=12.5 KN, V1=1V, 12=0.5 mA and V3=3.1 V. R6 R1 R5 VO + RL 12 R2 V1 R3 { R4 w V3 Answer: "V
V1 R7 R9 12V R3 R8 R11 R1 R2 R10 13 5A R6 R4 12 1A 10A 14 R5 R12 7A V3 12V 15 8A V2 12V For the circuit shown in the above figure 1) Calculate the currents in the voltage sources V2 and V3 2) Calculate the current in the resistor R12.
V1= 8V @node above R1 V2=4.64V @node between R6 and R7 V3=16.96V @node between R7 and R8 2. For the circuit shown below, the resistance values are R1 = 512, R2 = 101, R3 = 1522, R4 = 2012 , R5 = 2522, R6 = 3032, R7 = 3512, and Rg = 4012 (in short, Rn = n x 52). Determine the Norton equivalent between the terminals a and b. Ro i 18A R} } R 10 V
electrical circuit 2). Using Mesh analysis, Calculate the current through resistor R5. R2=2022 R1=102 R3=30 12 R4=4022 V1=60V R6=6022 R5=502 15A R7=702 R8=80 V2-40V R9=902 R10=1002
Calculate i(t) for t > 0 in the circuit shown. Assume the circuit is at steady state before the switch opens.R1=30 kohm, R2=60 kohm, R3=60 kohm, V2=8V, V3=2V, C1=2 microfarad
For the circuit shown below, using Ohm's law enter in an equation for IR1, IR2, IR3 IR4, IR5, and IR6,in terms of the voltage at nodes 1, (V1),2, (V2), 3, (V3), 4, (V4), R1, R2, R3, R4, R5, Rf6 A sample answer would be (V1-V2)yR1. If you are getting a syntax error, you might not be typing in the variables correctly. Do not try to add subscripts or any formatting, this will cause a syntax error as well. R1 R1...