A photon strikes a hydrogen atom with enough energy to remove an electron in the n=4 energy level and send it flying off at 8.00X105 meters per second. Use the work function of the hydrogen atom and the kinetic energy equation to calculate the wavelength of the photon in nanometers. These equations may be helpful E = -2.18 × 10-18 J x 1/12/2 E = 1/2mv² E = h h=6.626X10-34 J+S c= 3.00X108 m/s mass of electron = 9.11X10-31 kg

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A photon strikes a hydrogen atom with enough energy to remove an electron in the n=4 energy level and send it flying off at 8.00x10meter per second. 
use the work function of the hydrogen atom and the kinetic energy equation to calculate the wavelength of the photon in nanometers. 

A photon strikes a hydrogen atom with enough energy to remove an electron in the n=4
energy level and send it flying off at 8.00X105 meters per second.
Use the work function of the hydrogen atom and the kinetic energy equation to calculate
the wavelength of the photon in nanometers.
These equations may be helpful
E = -2.18 × 10-18 J x 1/1/12
n²
E = 1/2mv² E = h
h=6.626X10-34 J*S c= 3.00X108 m/s mass of electron = 9.11X10-31 kg
7.3
Transcribed Image Text:A photon strikes a hydrogen atom with enough energy to remove an electron in the n=4 energy level and send it flying off at 8.00X105 meters per second. Use the work function of the hydrogen atom and the kinetic energy equation to calculate the wavelength of the photon in nanometers. These equations may be helpful E = -2.18 × 10-18 J x 1/1/12 n² E = 1/2mv² E = h h=6.626X10-34 J*S c= 3.00X108 m/s mass of electron = 9.11X10-31 kg 7.3
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