A source of light emit light waves with wavelength of 550 nm. Find the time period of the wave length
Answer
f(frequency)=c(speed of light)λ(wavelength)f(frequency)={c(speed \ of \ light)\over \lambda(wavelength)}f(frequency)=λ(wavelength)c(speed of light)
= 3×108550×10−93×10^8\over 550×10^{-9}550×10−93×108
=5.4×1014Hz5.4×10^{14}Hz5.4×1014Hz
T(time period)=1fT(time \ period ) ={1\over f}T(time period)=f1
=183.3×10−17seconds183.3×10^{-17}seconds183.3×10−17seconds
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