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This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.

101.

Find the load impedance in a quarter line transformer with characteristic impedance of 75 ohm and input impedance of 200 ohm.(a) 28.125(b) 12.285(c) 52.185(d) 85.128The question was posed to me during an interview.This intriguing question comes from Transmission Line Equations topic in division Transmission Lines of Electromagnetic Theory

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The correct option is (a) 28.125

The EXPLANATION is: For a QUARTER line WAVE, the characteristic impedance is the geometric mean of input and load impedances. Thus Zo^2 = Zin ZL. On SUBSTITUTING for Zo = 75 and Zin = 200,we get ZL = Zo^2/Zin = 75^2/200 = 28.125 ohm.

102.

The condition for a quarter wave transformer is(a) Zo^2 = Zin ZL(b) Zo = Zin ZL(c) ZL^2 = Zin Zo(d) Zo = ZinThe question was asked by my college professor while I was bunking the class.I want to ask this question from Transmission Line Equations in chapter Transmission Lines of Electromagnetic Theory

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Right ANSWER is (a) Zo^2 = Zin ZL

The best I can EXPLAIN: The QUARTER wave transformer represents L = λ/4. In this case, the characteristic impedance is the geometric mean of the input and load impedances. THUS Zo^2 = Zin ZL is the required condition.

103.

The input impedance of a half wave transmission line with a load impedance of 12.5 ohm is(a) 25(b) 50(c) 6.25(d) 12.5I have been asked this question in homework.The doubt is from Transmission Line Equations topic in division Transmission Lines of Electromagnetic Theory

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104.

The best transmission length for effective transmission of power is(a) L = λ/4(b) L = λ/8(c) L = λ/2(d) L = ∞This question was addressed to me by my school principal while I was bunking the class.This intriguing question comes from Transmission Line Equations in portion Transmission Lines of Electromagnetic Theory

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Correct OPTION is (B) L = λ/8

Best EXPLANATION: Maximum TRANSMISSION of power will occur, when the transmission line is matched. This implies that the input and CHARACTERISTIC impedances are the same. This condition is possible for l = λ/8 and l = ∞. Since l = ∞ is not feasible, the best option is l = λ/8.

105.

When the length of the transmission line is same as that of the wavelength, then which condition holds good?(a) Zin = Zo(b) Z = Zo(c) ZL = Zo(d) Zin = ZLThe question was posed to me in an interview for job.My query is from Transmission Line Equations in chapter Transmission Lines of Electromagnetic Theory

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Correct option is (d) Zin = ZL

Explanation: When the transmission LINE has a length same as that of the WAVELENGTH of the wave propagating through it, the INPUT IMPEDANCE will be same as the LOAD impedance. This is the case where the wave is not amplified. The transmission line acts as a buffer.

106.

For an infinite transmission line, the characteristic impedance is given by 50 ohm. Find the input impedance.(a) 25(b) 100(c) 2500(d) 50The question was asked in an online interview.My doubt is from Transmission Line Equations in division Transmission Lines of Electromagnetic Theory

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Right option is (d) 50

Explanation: From the transmission line EQUATION, the infinite line will have an INPUT impedance same as that of the characteristic impedance. Thus Zin = Zo for L->∞. This SHOWS that the line will be MATCHED. The input impedance for the given case is 50 ohm.

107.

Which of the following parameters does not exist in the transmission line equation?(a) R(b) Zo(c) ZL(d) Propagation constantThis question was posed to me in class test.The doubt is from Transmission Line Equations in chapter Transmission Lines of Electromagnetic Theory

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The correct answer is (a) R

To elaborate: The transmission line EQUATION consists of secondary parameters only, which are DERIVED from the primary parameters. The PROPAGATION constant, load impedance and the CHARACTERISTIC impedance are related in the transmission line equation.

108.

The propagation constant of a wave with attenuation and phase constant given by 2 and 3 respectively is(a) 2 – 3j(b) 3 – 2j(c) 2 + 3j(d) 3 + 2jI had been asked this question in examination.This key question is from Transmission Line Secondary Parameters topic in division Transmission Lines of Electromagnetic Theory

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Right answer is (C) 2 + 3j

The EXPLANATION: The propagation CONSTANT is GIVEN by γ = α + jβ. Given that α = 2 and β = 3. Thus we get the propagation constant as γ = 2 + 3j.

109.

The attenuation constant causes phase distortion and the phase constant causes frequency distortion. State True/False.(a) True(b) FalseThe question was asked during a job interview.Question is from Transmission Line Secondary Parameters topic in section Transmission Lines of Electromagnetic Theory

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Correct ANSWER is (B) False

For EXPLANATION: There are always some distortions, even in the perfect transmission LINE. This is due to the variation of the secondary parameters. The attenuation constant causes the frequency distortion, whereas the phase constant causes the phase distortion.

110.

The velocity of wave in the air medium is(a) 1 x 10^8(b) 1.5 x 10^8(c) 3 x 10^8(d) 1 x 10^9I had been asked this question during a job interview.Question is from Transmission Line Secondary Parameters in division Transmission Lines of Electromagnetic Theory

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111.

The unit of attenuation constant is(a) Decibel(b) Bel(c) Neper(d) No unitI had been asked this question by my school principal while I was bunking the class.This interesting question is from Transmission Line Secondary Parameters in chapter Transmission Lines of Electromagnetic Theory

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The correct CHOICE is (C) Neper

Easy EXPLANATION: Attenuation CONSTANT is the MEASURE of the power loss of the wave during its transmission. It is expressed in terms of neper and 1 neper= 8.686 decibel/m.

112.

The electrical length in a transmission line refers to the(a) Product of attenuation constant and length(b) Ratio of attenuation constant and length(c) Product of phase constant and length(d) Ratio of phase constant and lengthThe question was asked during an interview.My question is from Transmission Line Secondary Parameters topic in division Transmission Lines of Electromagnetic Theory

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Right ANSWER is (a) Product of attenuation constant and length

Easy explanation: The ELECTRICAL length in a transmission LINE refers to the product of the attenuation constant α and the length of the line l. It is GIVEN by αl.

113.

Find the phase constant of a wave travelling with a velocity of 1.2 x 108 and a frequency of 7.5 giga radian/sec(a) 62.5(b) 26.5(c) 56.2(d) 52.6I have been asked this question in a national level competition.The above asked question is from Transmission Line Secondary Parameters in portion Transmission Lines of Electromagnetic Theory

Answer» CORRECT choice is (a) 62.5

Explanation: The phase constant is given by β = ω/V, from the DEFINITION of phase constant and velocity. On substituting for ω = 7.5 x 10^9 and v = 1.2 x 10^8, we GET the phase constant β = 7.5 x 10^9/1.2 x 10^8 = 62.5 units.
114.

The velocity and phase constant relation is given by(a) V = ω/β(b) V = ωβ(c) V = β/ω(d) Vωβ = 1I have been asked this question in class test.The query is from Transmission Line Secondary Parameters topic in portion Transmission Lines of Electromagnetic Theory

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Right choice is (a) V = ω/β

For EXPLANATION I WOULD say: The velocity of a wave is the RATIO of the frequency in radian/second to the phase CONSTANT. It is GIVEN by V = ω/β.

115.

The phase constant of a wave with a wavelength of 2 units is given by(a) 2(b) 3.14(c) 6.28(d) 1This question was posed to me in an interview.Enquiry is from Transmission Line Secondary Parameters in portion Transmission Lines of Electromagnetic Theory

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Right option is (b) 3.14

Easiest explanation: The phase constant is GIVEN by β = 2π/λ. On substituting for λ = 2, we GET β = 2π/2 = 3.14 UNITS.

116.

The frequency of a wave travelling in a transmission line with velocity 4 x 108 and wavelength 3 units is(a) 0.75 GHz(b) 0.133 GHz(c) 7.5 GHz(d) 1.33 GHzI have been asked this question in a national level competition.The doubt is from Transmission Line Secondary Parameters in division Transmission Lines of Electromagnetic Theory

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Right OPTION is (B) 0.133 GHz

Explanation: The frequency and wavelength relation is given by F = V/λ. On SUBSTITUTING for v and λ, we get f = 4 x 10^8/3 = 0.133 GHz.

117.

The wavelength of a wave with a frequency of 6 GHz in air is(a) 50(b) 5(c) 0.5(d) 0.05I had been asked this question by my college professor while I was bunking the class.My enquiry is from Transmission Line Secondary Parameters topic in division Transmission Lines of Electromagnetic Theory

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Correct OPTION is (d) 0.05

For explanation: The wavelength is given by the ratio of the velocity to the frequency of the WAVE. In air medium, the velocity can be assumed as the speed of light. On SUBSTITUTING for v and F, we get λ = v/f = 3×10^8/6×10^9 = 0.05 units.

118.

The wavelength of a line with a phase constant of 6.28 units is(a) 2(b) 1(c) 0.5(d) 3.14This question was addressed to me in an interview for internship.My doubt is from Transmission Line Secondary Parameters in chapter Transmission Lines of Electromagnetic Theory

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The correct answer is (B) 1

Easy explanation: The wavelength and the phase CONSTANT are RELATED by λ = 2π/β, where β is given as 6.28. On substituting for β, we get λ = 2π/6.28 = 1 unit.

119.

Find the characteristic impedance expression in terms of the inductance and capacitance parameters.(a) Zo = √(LC)(b) Zo = LC(c) Zo = √(L/C)(d) Zo = L/CThe question was asked in my homework.Query is from Transmission Line Primary Parameters topic in section Transmission Lines of Electromagnetic Theory

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Right choice is (c) Zo = √(L/C)

The explanation is: The CHARACTERISTIC impedance is given by the square root of the RATIO of the inductance to the capacitance. Thus Zo = √(L/C) is the required EXPRESSION.

120.

The propagation constant of a transmission line with impedance and admittance of 9 and 16 respectively is(a) 25(b) 144(c) 12(d) 7I had been asked this question during an online exam.I'm obligated to ask this question of Transmission Line Primary Parameters topic in division Transmission Lines of Electromagnetic Theory

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Correct option is (c) 12

Best explanation: The propagation constant is GIVEN by γ = √(ZY), where Z is given by 9 and Y is 16. On substituting the given values, the propagation constant will be γ = √(ZY) = √(9 x 16) = 12 units.

121.

The characteristic impedance of a transmission line with impedance and admittance of 16 and 9 respectively is(a) 25(b) 1.33(c) 7(d) 0.75This question was addressed to me during an internship interview.Origin of the question is Transmission Line Primary Parameters in division Transmission Lines of Electromagnetic Theory

Answer» RIGHT option is (b) 1.33

The explanation is: The CHARACTERISTIC IMPEDANCE is given by Zo = √(Z/Y), where Z is the impedance and Y is the admittance. On substituting for Z = 16 and Y = 9, we GET the characteristic impedance as √(16/9) = 1.33 units.
122.

Find the receiving impedance of a transmission line having a voltage of 24V and a conduction current of 1.2A is(a) 25.2(b) 22.8(c) 28.8(d) 20I had been asked this question in final exam.Enquiry is from Transmission Line Primary Parameters in portion Transmission Lines of Electromagnetic Theory

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Correct option is (d) 20

Easy EXPLANATION: By Ohm’s law, the IMPEDANCE is the ratio of the voltage to the CURRENT. On substituting for V = 24 and I = 1.2, we get Z = V/I = 24/1.2 = 20 units.

123.

The leakage current in the transmission lines is referred to as the(a) Resistance(b) Radiation(c) Conductance(d) PolarisationThis question was addressed to me in an online quiz.The above asked question is from Transmission Line Primary Parameters topic in portion Transmission Lines of Electromagnetic Theory

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124.

The primary parameter that is associated with the electric charges is(a) G(b) R(c) C(d) LThe question was posed to me during an interview.Asked question is from Transmission Line Primary Parameters in division Transmission Lines of Electromagnetic Theory

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Right choice is (c) C

Easiest explanation: Conductors separated by insulating DIELECTRICS in ORDER to STORE electric charges, GIVES rise to the capacitance effect. The capacitance is DISTRIBUTED in the whole conductor length.

125.

The primary parameter that is associated with the magnetic flux linkage is(a) R(b) L(c) C(d) GThis question was addressed to me by my college director while I was bunking the class.My doubt is from Transmission Line Primary Parameters topic in portion Transmission Lines of Electromagnetic Theory

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The correct OPTION is (b) L

The explanation: When the CONDUCTORS carry current, the CONDUCTOR will be surrounded and linked by magnetic flux. The flux LINKAGES per ampere of current gives rise to the effect of inductance. It is denoted by L.

126.

Which primary parameter is uniformly distributed along the length of the conductor?(a) G(b) C(c) L(d) RThe question was posed to me in a national level competition.This interesting question is from Transmission Line Primary Parameters in section Transmission Lines of Electromagnetic Theory

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Correct choice is (d) R

Easiest explanation: The resistance is a primary parameter that is UNIFORMLY distributed along the LENGTH of the CONDUCTOR. It depends on the CROSS section area and the length of the conductor.

127.

The lines having R, L, C distributed along the circuit are called(a) Lumped(b) Distributed(c) Parallel(d) PairedI have been asked this question by my college professor while I was bunking the class.The origin of the question is Transmission Line Primary Parameters in section Transmission Lines of Electromagnetic Theory

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Correct answer is (b) Distributed

To ELABORATE: In distributed lines, the PRIMARY parameters are distributed along the circuit with each ELEMENTAL length having its own values and the concentration of the individual parameters is not possible. An EXAMPLE is the transmission of power.

128.

The networks in which the R, L, C parameters are individually concentrated or lumped at discrete points in the circuit are called(a) Lumped(b) Distributed(c) Parallel(d) PairedI had been asked this question in an interview for job.My enquiry is from Transmission Line Primary Parameters in portion Transmission Lines of Electromagnetic Theory

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The correct answer is (a) LUMPED

The best explanation: The networks in which the R, L, C PARAMETERS are individually concentrated or lumped at discrete points in the circuit are called lumped networks. These networks can be identified definitely as representing a particular PARAMETER. An example is the filters.

129.

Which of the following parameters is not a primary parameter?(a) Resistance(b) Attenuation constant(c) Capacitance(d) ConductanceThe question was posed to me in my homework.Asked question is from Transmission Line Primary Parameters topic in portion Transmission Lines of Electromagnetic Theory

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Right option is (b) ATTENUATION CONSTANT

The BEST explanation: The PRIMARY parameters of a transmission line are the resistance, inductance, capacitance and CONDUCTANCE. The attenuation, phase and propagation constant are secondary parameters. Thus the odd one out is the attenuation constant.