This set of Network Theory Multiple Choice Questions & Answers (MCQs) focuses on “Frequency Response of Reactive One-Ports”.

1. A driving point impedance with poles at ω = 0, ω = ∞ must have ___________ term in the denominator polynomial.

a) s

b) s+1

c) s+2

d) s+3

2. A driving point impedance with poles at ω = 0, ω = ∞ must have excess ___________ term in the numerator polynomial.

a) s^{1}+ω_{n}^{1}

b) s^{1}+ω_{n}^{2}

c) s^{2}+ω_{n}^{2}

d) s^{2}+ω_{n}^{1}

3.Based on the location of zeros and poles, a reactive one-port can have ____________ types of frequency response.

a) 1

b) 2

c) 3

d) 4

4. A driving point impedance with zeros at ω = 0, ω = ∞ must have ___________ term in the numerator polynomial.

a) s+3

b) s+2

c) s+1

d) s

5. A driving point impedance with zero at ω = 0 and pole at ω = ∞ must have ___________ term in the numerator polynomial.

a) s+1

b) s

c) s+3

d) s+2

6. A driving point impedance with zero at ω = 0 and pole at ω = ∞ must have ___________ term in the denominator polynomial.

a) s^{2}+ω_{n}^{2}

b) s^{1}+ω_{n}^{1}

c) s^{2}+ω_{n}^{1}

d) s^{1}+ω_{n}^{2}

7. A driving point impedance with zeros at ω = 0, ω = ∞ must have an excess ___________ term in the denominator polynomial.

a) s^{2}+ω_{n}^{1}

b) s^{2}+ω_{n}^{2}

c) s^{1}+ω_{n}^{2}

d) s^{1}+ω_{n}^{1}

8. A driving point impedance with zero at ω = 0 and pole at ω = ∞ must have ___________ term in the numerator polynomial.

a) s^{1}+ω_{n}^{1}

b) s^{2}+ω_{n}^{1}

c) s^{1}+ω_{n}^{2}

d) s^{2}+ω_{n}^{2}

9. A driving point impedance with pole at ω = 0 and zero at ω = ∞ must have ___________ term in the denominator polynomial.

a) s

b) s+3

c) s+1

d) s+2

10. A driving point impedance with pole at ω = 0 and zero at ω = ∞ must have ____________ term in the numerator and denominator.

a) s^{1}+ω_{n}^{2}

b) s^{2}+ω_{n}^{2}

c) s^{1}+ω_{n}^{1}

d) s^{2}+ω_{n}^{1}