Relation between kinetic energy and wavelength of photoelectron
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⟹K.E=p22m⟹K.E=p22m
⟹p=2m(K.E)−−−−−−−−√⟹p=2m(K.E)
where,
K.EK.E = Kinetic Energy
mm = Mass of object
pp = Momentum of object
⋆⋆ The wavelength of the object is given by its de-Broglie wavelength(λ)(λ) :-
⟹λ=hp⟹λ=hp
⟹λ=h2m(K.E)−−−−−−−−√⟹λ=h2m(K.E)
where,
hh = Planck’s constant
⟹K.E=p22m⟹K.E=p22m
⟹p=2m(K.E)−−−−−−−−√⟹p=2m(K.E)
where,
K.EK.E = Kinetic Energy
mm = Mass of object
pp = Momentum of object
⋆⋆ The wavelength of the object is given by its de-Broglie wavelength(λ)(λ) :-
⟹λ=hp⟹λ=hp
⟹λ=h2m(K.E)−−−−−−−−√⟹λ=h2m(K.E)
where,
hh = Planck’s constant
Anonymous:
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