A photoelectric-effect experiment is designed to make use of photons that are emitted from the excited states of the hydrogen atom. The photons will strike a metal surface having a work function that is of the ground-state energy of the hydrogen atom (The specific hydrogen transitions to be used are n; >3→ny-3. In terms of E, and n, determine (a) the energy of the photon that is released by the hydrogen atom when it makes a n→ny-3 transition; (b) the wavelength of this photon; (c) the minimum value of n; that will result in an electron being ejected from the metal surface; (d) the maximum kinetic energy of an electron that is ejected by a n-oo-ny-3 photon. SET UP Part A Write down the equation for the hydrogen atom energy levels. Express your answer in terms of n, Planck's constant h, the speed of light c, and the Rydberg constant R. 10 ΑΣΦ E₁₁ = Submit Request Answer ?

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A photoelectric-effect experiment is designed to make use of photons that are
emitted from the excited states of the hydrogen atom. The photons will strike a
metal surface having a work function that is 11 of the ground-state energy of
the hydrogen atom (=). The specific hydrogen transitions to be used
are n; >3→ny = 3. In terms of E₁ and n₂, determine (a) the energy of the
photon that is released by the hydrogen atom when it makes a → n = 3
transition; (b) the wavelength of this photon; (c) the minimum value of n; that
will result in an electron being ejected from the metal surface; (d) the maximum
kinetic energy of an electron that is ejected by a nπ-on-3 photon.
SET UP
Part A
Write down the equation for the hydrogen atom energy levels.
Express your answer in terms of 12, Planck's constant h, the speed of light c, and the Rydberg constant R.
ΜΕ ΑΣΦ
E₁ =
Submit
Request Answer
?
Transcribed Image Text:A photoelectric-effect experiment is designed to make use of photons that are emitted from the excited states of the hydrogen atom. The photons will strike a metal surface having a work function that is 11 of the ground-state energy of the hydrogen atom (=). The specific hydrogen transitions to be used are n; >3→ny = 3. In terms of E₁ and n₂, determine (a) the energy of the photon that is released by the hydrogen atom when it makes a → n = 3 transition; (b) the wavelength of this photon; (c) the minimum value of n; that will result in an electron being ejected from the metal surface; (d) the maximum kinetic energy of an electron that is ejected by a nπ-on-3 photon. SET UP Part A Write down the equation for the hydrogen atom energy levels. Express your answer in terms of 12, Planck's constant h, the speed of light c, and the Rydberg constant R. ΜΕ ΑΣΦ E₁ = Submit Request Answer ?
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