This set of Electric Circuits Multiple Choice Questions & Answers (MCQs) focuses on “Maximum Power Transfer and Superposition”.

1. Which of the following is the example to describe the efficiency of power transfer?

a) Communication systems

b) Power utility systems

c) Instrumentation systems

d) Telecom systems

View Answer

Explanation: Power utility systems are good examples for this case as they are concerned with the generation, transmission and distribution of power in large quantities.

2. In a network maximum power transfer occurs when __________

a) R_{Th}= -R_{L}

b) R_{Th}/R_{L} =0

c) R_{Th}= R_{L}

d) R_{Th}+R_{L}= 1

View Answer

Explanation: Maximum power transfer occurs when load resistance equals the thevenin’s resistance.

3. Maximum power in terms of the thevenin’s voltage and load resistance __________

a) (V_{Th}) 2 /4R_{L}

b) (V_{Th}) 2 *4R_{L}

c) (V_{Th}) 2 +4R_{L}

d) 4R_{L}/ (V_{Th}) 2

View Answer

Explanation: P

_{max}= v*i= i*R*i= i2R

_{L}= (V

_{Th}/(R

_{Th}+R

_{L}))2*R

_{L}. Max power occurs when R

_{L}=R

_{Th}.

4. Calculate the maximum power delivered across R_{L} of the circuit given.

a) 900W

b) 1025W

c) 2025W

d) 1500W

View Answer

Explanation: Pmax= (V

_{Th}/(R

_{Th}+R

_{L}))

^{2}*R

_{L}(R

_{Th}=R

_{L})

V

_{Th}= (150/150+30)*540= 450V

R

_{Th}=(150*30)/180= 25Ω (the given resistors are in parallel).

5. Determine the maximum power delivered to the load in the network given.

a) 4.68W

b) 5.75W

c) 3.16W

d) 6.84W

View Answer

Explanation: Load is given across node V

_{2}and reference path. It implies the thevenin’s voltage is V

_{2}. By using nodal analysis this voltage is found out.

R

_{Th}=RL= 10Ω//5Ω and in series with 2Ω and then parallel with 3Ω=1.92Ω

Max power = (V

_{Th})

^{ 2}/4R

_{L}= 4.688W.

6. The Superposition principle is obeyed by ____________

a) Linear networks

b) Non-linear networks

c) Lateral networks

d) Trilateral networks

View Answer

Explanation: A linear system obeys Superposition Principle. In a linear network parameters are constant i/e/ won’t change with voltage and current.

7. According to Superposition principle response in one element is the algebraic sum of responses by individual sources acting alone.

a) False

b) True

View Answer

Explanation: According to Superposition principle response in one element is the algebraic sum of responses by individual sources acting alone while other sources are non-operative.

8. Find the current in the 3Ω resistor of the given network using Superposition principle.

a) 2.5A

b) 3.125A

c) 6.525A

d) 5.625A

View Answer

Explanation: 1.When 20v source acting alone: current source is replaced by open circuit. R

_{eq}= 5+3=8Ω and Current I= 20/8=2.5A

2. When 5A source acting alone: 20v source is replaced by a short circuit. By current division rule, I

_{3}= 25/8=3.125A

Total current through I

_{3}= 2.5+3.125=5.625A.

9. Find the current in 5Ω resistor near 12V source using superposition principle in network given

a) 2.9A

b) -2.9A

c) 1A

d) -1A

View Answer

Explanation: Only 3 sources are considered (12V, 10A, 20V), other is dependent (10I).

12v source: I=0.6A

10A source: I=-2.5A through 5Ω resistor and I=7.5A

20v source: I=-1A

Total current = 0.6+ (-2.5) + (-1) = -2.9A.

10. If there are 5 sources in a network out of which 3 are dependent and 2 are independent. For superposition principle ___________ sources are considered.

a) 5

b) 3

c) 2

d) 0

View Answer

Explanation: Only independent sources are considered while using Superposition principle. Dependent sources are never deactivated while using this principle.

11. Find the current in the 1Ω resistor of the given circuit.

a) 4A

b) 1.33A

c) 2A

d) 0.66A

View Answer

Explanation: when all the sources are acting alone the corresponding currents are found out using current division rule and finally all are summated to get the required current through the1Ω resistor. (Current = 1.33+0.66+2=4A).

12. Find the value of RL in given circuit.

a) 4Ω

b) 5Ω

c) 3Ω

d) 1.66Ω

View Answer

Explanation: R

_{Th}=R

_{L}= (2//2) + 2=3Ω.

13. Calculate the maximum power delivered to load in the network given.

a) 1.56W

b) 1.66W

c) 2.33W

d) 2.79W

View Answer

Explanation: 1.Calculation of V

_{Th}. (by using mesh analysis)

2. Calculation of Norton’s current.

3. Calculation of R

_{Th}. (R

_{Th}=V

_{Th}/I

_{N})

4. R

_{Th}=R

_{L}and P

_{Max}= V

_{Th}/4R

_{L}.

14. In AC networks, maximum power is delivered when __________

a) Z_{L}*Z_{S}*=0

b) Z_{L}+Z_{S}*=1

c) Z_{L}=-Z_{S}*

d) Z_{L}=Z_{S}*

View Answer

Explanation: Max power is delivered when load impedance equals complex conjugate of the source impedance.

15. Superposition principle states that at a time __________ source(S) acts.

a) All the given sources

b) Only voltage sources

c) Only one source

d) Only current sources

View Answer

Explanation: Only one source acts at a time. Remaining sources are non-operative during this period.

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