Determine the speed, wavelength, and frequency of Eight from a helium-neon laser as it travels through zircon. The wavelength of the light from the 632.0 nm in air and the index of refraction of zircon is 1.923

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Jewel Brooks · Accepted Answer

λ    0    =  632  n  m    μ  =  1.923    μ  =      λ          λ      0        ⇒  λ  =  μ  ⋅      λ    0    =  1215  ⋅  33  n  m  c  =  n  λ    ⇒  n  =      c          λ      0        =            3      ×              10        8                    632      ×              10                  −          9                      =  4.741  ×      10          14        H  z    =  474.6  ×      10          12        H  z  μ  =      v    c      ⇒  v  =  c  ⋅  μ  =  3  ×      10    8    ×  1.923    =  5.769  ×      10    8    m      /    s  e  c  speed   =  5.76  ×      10    8    m      /    s  e  cwavelength   =  1215.33  n  mfrequency   =  474.6  ×      10          12        H  z

Determine the speed, wavelength, and frequency of Eight from a helium-neon laser as it travels through zircon. The wavelength of the light from the 632.8 in air and the index of refraction of zircon is 1.923

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