In the circuit below v1 = 45 V, v2 = -60 V, v3 = 15 V, R1 = 6.3
kΩ, and R2 = 4.9 kΩ.
Transform the left two practical voltage sources in the circuit
below into practical current sources. Combine resistors and ideal
current sources and then transform the resultant practical current
source into a practical voltage source. Finally, combine the ideal
voltage sources.
(a) If RL = 7.4 kΩ, find the power delivered to it.
(b) What is the maximum power that can be delivered to any
RL?
(c)What two different values of RL will have exactly 16 mW
delivered to them?
In the circuit below v1 = 45 V, v2 = -60 V, v3 = 15 V, R1 = 6.3 kΩ, and R2 = 4.9 kΩ.
Given the circuit on the diagram below with R1 = 6 kΩ, R2 = 13 kΩ, R3 = 11 kΩ and R4 = 9 kΩ. Using current and voltage division, find I1, I2, I3, and I4 , and also the voltages across the resistors (V1, V2, V3, and V4) when: Vs= 6 − 3cos100t V
current controlled voltage source 2i R2 V3 EV1 V2 R1 In the circuit above V1 = 86V,V2=96 V, 11-7AR1:39 ? and R2 : 35 ?. Use nodal analysis to find the voltage at node A in the circuit above. Note the presence of a dependent voltage source V3 Voltage across that source is 2i. i is the current through the resistor R2 and the source V2
1)What is the output voltage V0 if op-amp is ideal? R1= 2 KΩ, R2=8 KΩ, R3=3.2 KΩ, R4=6 KΩ, R5=19 KΩ, R6=4.6 KΩ, RL=9.6 KΩ, V1=1V, I2=0.5 mA and V3=2.5 V. 2) for the same circuit, R1= 2 KΩ R2=8 KΩ, R3=3.6 KΩ, R4=6 KΩ, R5=16.9 KΩ, R6=15 KΩ, RL=10 KΩ, V1=1V, I2=0.5mA and V3=2V. What is the input impedance as seen by source V3? + | R1 ہی ہے۔ ۸۸۸ ة -(1+ R5 | + ابرها -
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
V1 = 8 (V) Problem 1 R1 = 8 (0) V2 = 26 (V) VA = 28 (V) V3 = 20 (V) Using Kirchhoff's rules in the circuit of image, A- Calculate the current in the circuit. B- Show the direction current in the circuit. C- Calculate the voltage across resistor R1 D- Calculate the power delivered to R2 E After 15 minutes of working of circuit, how much energy is delivered to resistor Rı? R2 = 7(0)
V1 = 8 (V) R1 = 8 (0) V2 = 26 (V) Problem 1 Using Kirchhoff's rules in the circuit of image, A- Calculate the current in the circuit. B- Show the direction current in the circuit. C- Calculate the voltage across resistor Ra D- Calculate the power delivered to Rz E- After 15 minutes of working of circuit, how much energy is delivered to resistor R1? V4 = 28 (V) V3 = 20 (V) R2 = 7(0
V1 = 8 (V) R1 = 8 (2) V2 = 26 (V) HI Problem 1 Using Kirchhoff's rules in the circuit of image, A- Calculate the current in the circuit. B- Show the direction current in the circuit. C- Calculate the voltage across resistor R1 D- Calculate the power delivered to R2 E- After 15 minutes of working of circuit, how much energy is delivered to resistor Rı? V4 = 28 (V) V3 = 20 (V) R2 = 7 (12)
please answer asap V1 = 8 (V) R1 = 8 (12) V2 = 26 (V) Problem 1 Using Kirchhoff's rules in the circuit of image, V4 = 28 (V) V3 = 20 (V) A- Calculate the current in the circuit. B- Show the direction current in the circuit. C- Calculate the voltage across resistor R1 D- Calculate the power delivered to R2 E- After 15 minutes of working of circuit, how much energy is delivered to resistor Rı? R2 =...
V1 = 8 (V) R1 = 8 (0) V2 = 26 (V) Problem 1 Using Kirchhoff's rules in the circuit of image, A- Calculate the current in the circuit. B- Show the direction current in the circuit. C- Calculate the voltage across resistor R1 D- Calculate the power delivered to R2 E- After 15 minutes of working of circuit, how much energy is delivered to resistor Rı? V4 = 28 (V) V3 = 20 (V) R2 = 7 (2)
V1 = 8 (V) Problem 1 R1 = 8 (0) V2 = 26 (V) H V4 = 28 (V) Using Kirchhoff's rules in the circuit of image, A- Calculate the current in the circuit. B- Show the direction current in the circuit. C- Calculate the voltage across resistor Ri D-. Calculate the power delivered to R2 E- After 15 minutes of working of circuit, how much energy is delivered to resistor R.? V3 = 20 (V) R2 = 7(0)