The function Z(s) has a pole at infinity if - Networks Analysis and Synthesis

Electronics and Communication Engineering (ECE) : Networks Analysis and Synthesis - Quiz(MCQ)

The function Z(s) has a pole at infinity if

the degree of numerator and denominator of Z(s) are equal

the numerator of Z(s) is one degree higher than denominator

the denominator of Z(s) is one degree higher than numerator

the degree of numerator and denominator are either equal or differ by one

Correct Answer : Option (B) : the numerator of Z(s) is one degree higher than denominator

Explanation : If numerator is one degree higher than denominator z(s) tends to infinity as s tends to infinity.

Recently Updated in Networks Analysis and Synthesis Questions

Ohm's law is valid for

dc voltage and current

ac voltage and current

dc and ac voltages and currents

all voltages and current

Correct Answer : all voltages and current

Explanation : KCL and KVL are valid for voltages and currents of all wave shapes during transient as well as steady state conductions.

If e = 110 sin (ωt + p/3) and i = 5 sin (ωt - p/3), the impedance of the circuit is

11 Ω

16 Ω

22 Ω

30.8 Ω

Correct Answer : 22 Ω

Explaination :

Two phasors having rms values V₁ and V₂ which are added to give a phasor having rms value V₃. V₃ is maximum if phase angle between V₁ and V₂ is

90°

180°

270°

360°

Correct Answer :

360°

Explaination : Sum of phasors is maximum if they are in phase and 360° = 0.