The Light Equations Calculations Bromfield Honors Chemistry Objectives
The Light Equations: Calculations Bromfield Honors Chemistry
Objectives Review Video the light equations Solve sample problems
The key equations c = ln
The key equations c = ln E = hn Memorize these!
The key equations Put together:
The constants Speed of light in a vacuum c = 3. 00 x 108 m/s
The constants Speed of light in a vacuum c = 3. 00 x 108 m/s Planck’s constant h = 6. 626 x 10 -34 J s
Problem 1 A red laser beam has a wavelength of 690 nm Calculate the frequency, in s-1, of the light.
Problem 1 A red laser beam has a wavelength of 690 nm Calculate the frequency, in s-1, of the light. c = ln
Problem 1 A red laser beam has a wavelength of 690 nm Calculate the frequency, in s-1, of the light.
Problem 1 A red laser beam has a wavelength of 690 nm Calculate the frequency, in s-1, of the light.
Problem 1 A red laser beam has a wavelength of 690 nm Calculate the frequency, in s-1, of the light.
Problem 1 A red laser beam has a wavelength of 690 nm Calculate the frequency, in s-1, of the light.
Problem 2 A red laser beam has a wavelength of 690 nm Calculate this light. the energy, in joules of one photon of
Problem 2 A red laser beam has a wavelength of 690 nm Calculate the energy, in joules of one photon of this light. E = hn, c = ln
Problem 2 A red laser beam has a wavelength of 690 nm Calculate the energy, in joules of one photon of this light.
Problem 2 A red laser beam has a wavelength of 690 nm Calculate the energy, in joules of one photon of this light.
Problem 2 A red laser beam has a wavelength of 690 nm Calculate the energy, in joules of one photon of this light.
Problem 2 A red laser beam has a wavelength of 690 nm Calculate the energy, in joules of one photon of this light.
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