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Light of wavelength 550 nm in air is found to travel at 1.96 *0^8 m/s in a certain liquid....

Question:

Light of wavelength {eq}550 \ nm {/eq} in air is found to travel at {eq}1.96 *0^8 \ m/s {/eq} in a certain liquid.

Determine the index of refraction of the liquid.

Refractive Index:

When light is made to pass through a material that is different from where it was passing through before (such as from air to glass), then the light bends. This phenomenon is called refraction. Snell's law dictates how light bends in terms of angles and uses a constant that is known as the refractive index. The refractive index basically tells us how much the new material can bend the light. In terms of the original speed of light c and the slowed down speed v, the refractive index can be determined as:

{eq}\displaystyle n = \frac{c}{v} {/eq}

Answer and Explanation: 1

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Given:

  • {eq}\displaystyle v = 1.96\ \times\ 10^8\ m/s {/eq} is the reduced speed of light


The refractive index of the material can be determined...

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Refraction & Dispersion: Definition, Snell's Law & Index of Refraction

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Chapter 5 / Lesson 14
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When a light wave passes from one medium into another, it changes direction in a process called refraction. This lesson investigates the properties of refraction, including the index of refraction and the ratio known as Snell's Law.


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