12Ω 2 A 10Ω 20Ω 15 Ω 5 A 15 V 5Ω 20 V Use the superposition method to determine the value of V AB
Use Thevenin analysis with R1=10Ω, R2=20Ω, and R3= 23 Ω to
determine the load RL resulting in maximum power transfer and the
power delivered to the load,
a) What load resistor
RL connected to terminals ab will result in maximum power
transfer?
Select one:
a. 53.000
b. 13.019
c. 6.970
d. 10.698
b) what is the maximum power delivered to RL?
o a ЗА o b
3. What is the current in the 15-Ω resistor when c-90 V? 20Ω d. 0.26A e. 0.60 A a. 0.20 A b. 0.30 A c. 0.10 A 4. Determine ε when 1-0.50 A and R-12 Ω. 2R 2R a 12 V b. 24 V 30 V d, 15V e. 6.0 V What is the potential difference Va-VA when 1-0.50 A in the circuit segment shown below? 10Ω 162 15 V a. -28 V b. +2.0 V e. +28 V e....
Problem 4 Evaluate the current I in the circuit 20Ω 60Ω 40Ω 24 V (+ 10Ω 50Ω 20Ω
Problem8 The voltage source V-25V. Determine: 10Ω 15Ω 30Ω 20Ω 40Ω SPECIFY EXPLICITLY WHAT METHOD YOU ARE USING TO SOLVE THE PROBLEMM a. b. c. The source current Is The voltage across the 152 resistor The power dissipated by the 402 resistor
2. For the given circuit below, 10 V15 V 10Ω 8.0 4.0 Ω (a) Determine the magnitude of the current that flows through 10 V and 15 V batteries when the switch is closed? (b) Determine the magnitude of the current that flows through 10 V and 15 V batteries when the switch is open?
Find Req for each of the resistive networks shown below. 2Ω 50Ω 10Ω 15 10Ω 10Ω 24 Ω 20Ω 40Ω 8Ω 20Ω 30Ω 40Ω
20Ω 30 Ω j20Ω Fig. 1.7 In the circuit of Fig. 1.8, find the RMS phasor voltage V so that the 60 Ω resistor absorbs an average power of 240 W. Hence, determine the complex power delivered to each component, the complex power and the power factor delivered by voltage source. Fig. 1.8 2) P1.8
45 Ω 14 Ω 1532 20 V (± 15882 33V(± 48 V 1 20Ω 6352 The mesh equations for this circuit can be written as: a11 -35.000 T a21 270.00 Ii b1 b28.000 Determine the values of the coefficients a11, a21 and bi. a11 = , a21 = and b1 =
3. Using superposition theorem, calculate the voltage v. 13A 10Ω
14Ω 240V 20Ω 14Ω
4. Find the voltage v, using superposition theorem. 3A 10Ω 18Ω
240V 20Ω 48V 14Ω 12Ω
3. Using superposition theorem, calculate the voltage v. 13A 1012140 + 240V + + {200 31402 3140 > 1 4. Find the voltage v, using superposition theorem. 10121802 + 3200 240V C 48V 1491 120