Physics, asked by ksheraz3093, 1 year ago

When light enters from air to glass the angles of incidence and refraction in air and glass are 45 and 30 degrees?

Answers

Answered by ranjanalok961
42
The question can be solved by the application of snells law , which states that

  sin i / sin r  = n  (n = refractive index)

  Given , angle of incidence , i = 45

  angle of refraction , r = 30

  so ,  n = sin i / sin r

  =  sin 45 / sin 30

  =  1.42

 

 

Answered by hotelcalifornia
4

Given:

Angle of incidence, i = 45°

Angle of refraction, r = 30°

To find: refractive index of the glass

Calculation:

Refractive index, r of any medium is given as ratio of sine value of angle of incidence to the sine value of angle of refraction.

r=\frac{sin (i)}{sin (r)}

Here, refractive index = \frac{sin (45)}{sin (30)} =\frac{0.707}{0.5} = 1.414

Answer:

Refractive index of glass 1.414.

Your question is not complete. you might be referring to the complete question below:

"When light enters from air to glass the angles of incidence and refraction in air and glass are 45 and 30 degrees? What is the refractive index of the glass?"

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