Calculate value of R1 U1 R3 470k OPAMP V1 VOFF : 0 R1 FREQ-100 R2 4.7k
R1 = 1kΩ R2 = 3kΩ R3 = R4 = 1kΩ Voffset = 1V Vin = 2V Determine the value of the voltage in Vout. R1 R2 ww o Vout Vin o +15V opamp U1 15V R4 R3 Voffset
Find the unknown value. What's V1=? R1 = 21 OHMS R2 = 9 OHMS R3 = 0 OHMS I = 3A
Using Kirchhoff’s Rules find the current A: V1: 5.0 R1: 100 R2: 200 R3: 330 R4: 100 R5: 200 Setup #3 R5 R4 R3 R2 RI
R1 1.5K R3 3K V1 50V R2 6k R4 6K R1 Total R2 R3 R4 Current Voltage Resistance 1.5K Power NA 6K 3K 6K
V1 V2 R1 R5 Vout+ 15 100 V1 + R3 R4 5 470 220 R2 Vout- 220 1. Using circuit analysis techniques you learned in class, calculate the Thévenin voltage between the terminals Vout+ and Vout- in the above circuit. Using the zeroing method, calculate the Thévenin resistance of the above circuit as seen from the terminals Yout+ and Vout- What is the Norton (short circuit) current for the above circuit?
For the circuit shown in the figure, If R1=512, R2=10N, R3=3N, V1= V1}V, V2=5V and V3=7V. What is the value of the current 11 (in A)? R1 -W R3 M + + V2 V. 3 R2 $ 12 13
Question # 3 R1 100? S1 L1 2) Key Space R3 10mH R2 V1 For the circuit shown in the above figure, R3 is unkown: With the switch "S1" closed to position (2) and no currents in the circuit. The switch's position is changed from position (2) to position (1) at t-0. After a long time the circuit reaches a steady state condition. Calculate the steady state current in the inductance. 2) With the switch "S" closed to position (1)...
norton amplifier calculate AV R3 R1 + Rd R2 1Meg Rd-0,026 LM3900 Rs C1 R1 50 1u 220k R3 231Meg R4 47k pot V1 100K 1V2 R3 R1 + Rd R2 1Meg Rd-0,026 LM3900 Rs C1 R1 50 1u 220k R3 231Meg R4 47k pot V1 100K 1V2
Exercise1 R1 R3 Vi vo R4 u2 In the figure above the opamp is ideal. Please answer the following questions: Question 1 1 pts Exercise 1 Part 1/3: Assuming R1-500Ω and R3-3kQ, what is the value of R4 so that vo-3V when v1-0V and V2-5V None of the options are correct 500Ω 2500 12k0 Question 2 1 pts Exercise 1 Part 2/3: Assuming R3=800Ω and R4:500Ω what is the value of R1 so that a de input current offset equal...
R1 C1 HH The V1 R2 11 R3 circuit shown is a simplified representation of a small signal transistor amplifier circuit. The AC input voltage is V1, with angular frequency w. The current through R2, is It. The dependent current source, 11, has value 100 IV. Let R1 = 500, and R2 = 1000. The load resistor, R3 has a value that is selectable by a design engineer. Let C1 = 10 pF, and L1 = 1 uH. (For reference,...