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Chapter 3: Electromagnetic Theory Exam Tests

Electromagnetic Theory MCQs - Chapter 3

Metamaterials Multiple Choice Questions (MCQs) PDF Download - 1

The Metamaterials Multiple Choice Questions (MCQs) with Answers PDF, Metamaterials MCQs PDF Download e-Book Ch. 3-1 to study Electromagnetic Theory Course. Practice Metamaterials Basics MCQs, Metamaterials trivia questions and answers PDF for online high school and college acceptance. The Metamaterials MCQs App Download: Free learning app for dilute metals, noble metals, ferrites, split ring resonator career test to learn online educational courses.

The Multiple Choice Question (MCQ Quiz): Natural resonant frequency of a plasma oscillation, equal to minimum frequency of electromagnetic waves that can travel through plasma without attenuation is called; "Metamaterials" App Download (Free) with answers: Radio frequency; Plasma frequency; Amplitude frequency; Microwave frequency; for online high school and college acceptance. Solve Nonpolar Dielectric Materials Quiz Questions, download Google eBook (Free Sample) for questions to ask during an interview.

Metamaterials Questions and Answers PDF Download: MCQ Quiz 1

MCQ 1:

The natural resonant frequency of a plasma oscillation, equal to the minimum frequency of electromagnetic waves that can travel through the plasma without attenuation is called

  1. plasma frequency
  2. radio frequency
  3. amplitude frequency
  4. microwave frequency
MCQ 2:

Pendry et al. proposed dilute metals with extremely

  1. high plasma frequency
  2. low plasma frequency
  3. low microwave frequency
  4. high microwave frequency
MCQ 3:

Metal that resists chemical action, does not corrode, and is not easily attacked by acids is called

  1. super insulators
  2. ideal insulators
  3. base metals
  4. noble metals
MCQ 4:

Ferrites are material having electric permitivity

  1. equals to zero
  2. less than zero
  3. greater than zero
  4. infinite
MCQ 5:

Effective relative magnetic permeability of an SRR array is given by

  1. µr,eff(w)=1-Fw2/w2-w2o+iγw
  2. µr,eff(w)=1+Fw2/w2-w2o+iγw
  3. ∊;r,eff(w)=w2/w2-w2o+iγw
  4. r,eff(w)=Fw2/w2-w2o+iγw

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Advance Electromagnetic Theory App (Android & iOS)

Advance Electromagnetic Theory App (iOS & Android)

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Electric Circuit Analysis App (Android & iOS)

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Integrated Circuits App (iOS & Android)