What is the frequency of a wave of red light in the air where its wavelength is 6.8×10−7m?

1 Answer
Jul 1, 2018

Approximately 4.41*10^144.411014 meters.

Explanation:

Frequency of a photon is given by the equation:

f=c/lambdaf=cλ

where:

  • ff is the frequency in hertz (1 \ "Hz"-=1 \ "s"^-1)

  • c is the speed of light, which is approximately 3*10^8 \ "m/s"

  • lambda is the wavelength in meters

So, we get:

f=(3*10^8color(red)cancelcolor(black)"m""s"^-1)/(6.8*10^-7 color(red)cancelcolor(black)"m")

~~4.41*10^14 \ "m"