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If the relative permitivity and relative permeability of a medium are 2 & 1.28 respectively, then refractive index of the material is.
    Correct answer is '1.6'. Can you explain this answer?
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    If the relative permitivity and relative permeability of a medium are ...
    Refractive Index 
    The correct answer is: 1.6
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    The relative permittivity (also known as dielectric constant) and relative permeability of a medium are dimensionless quantities that describe the electrical and magnetic properties of the medium, respectively.

    If the relative permittivity and relative permeability of a medium are both 2, it indicates that the medium has properties that are twice as strong as those of free space (vacuum).

    The relative permittivity (εr) of 2 means that the medium can store twice as much electric charge per unit volume as compared to free space. In other words, it has a higher ability to polarize under the influence of an electric field.

    The relative permeability (μr) of 2 means that the medium can support twice as much magnetic field per unit volume as compared to free space. It indicates that the medium has a higher ability to conduct and sustain magnetic fields.

    These properties of the medium with a relative permittivity and relative permeability of 2 can be used to analyze and predict the behavior of electromagnetic waves passing through it, such as the speed of light, wave impedance, and reflection/refraction behaviors.
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    If the relative permitivity and relative permeability of a medium are 2 & 1.28 respectively, then refractive index of the material is.Correct answer is '1.6'. Can you explain this answer?
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