Exam 16: Atoms

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When a gold foil is bombarded with alpha particles, a small fraction of the alpha particles were scattered at large angles. The large scattering angles

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The energy of the nth level in a one-electron atom is En = -13.6(Z2/n2) eV. Consider a beryllium ion with all but one of its electrons removed (a beryllium atom normally has four electrons). What is the wavelength of a photon emitted when the electron makes the transition from the third-lowest to the lowest energy state?

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  In the energy-level diagram, the line that corresponds to the longest wavelength in the Balmer series is In the energy-level diagram, the line that corresponds to the longest wavelength in the Balmer series is

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A hydrogen atom is in the state n = 4, A hydrogen atom is in the state n = 4,   = 3. The possible values of j are = 3. The possible values of j are

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In the Bohr model of the atom

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A photon of wavelength 80 nm is absorbed by the electron in the ground-state level of the hydrogen atom. Is this enough energy to ionize the atom? If so calculate the kinetic energy of the free electron.

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What is the energy difference between the transition with the longest wavelength in the Lyman series and the transition with the shortest wavelength in the Paschen series?

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  The portion of the graph indicated by the arrows corresponds to The portion of the graph indicated by the arrows corresponds to

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It was _______ who showed that the periodic table of the elements can be understood in terms of the principle that "no two electrons in the same atomic system can have the same unique set of quantum numbers."

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Which of the following statements is true?

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For the hydrogen atom in the ground state, the radial probability density is  For the hydrogen atom in the ground state, the radial probability density is   The probability of finding the electron in the range  \Delta r = 0.04a<sub>0</sub> at r = 2a<sub>0</sub> is The probability of finding the electron in the range Δ\Delta r = 0.04a0 at r = 2a0 is

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An electron has a wave function given by  An electron has a wave function given by   The probability of finding the electron when  \theta  = 90  \degree  and  \Delta\theta =  \pm 0.5  \degree 10, and from r = a<sub>0</sub> to 1.06a<sub>0</sub> is approximately The probability of finding the electron when θ\theta = 90 °\degree and Δ\Deltaθ\theta = ±\pm 0.5 °\degree 10, and from r = a0 to 1.06a0 is approximately

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A gas-discharge tube filled with hydrogen gas is placed in an external magnetic field and the spectrum is observed. Which of the following is found?

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For an X-ray tube to produce X rays with a wavelength as short as 0.025 nm, the electrons must be accelerated by a potential difference of

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What is the difference in energy of the K α\alpha X-ray lines of carbon (Z = 6) and silicon (Z = 14)?

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For the hydrogen atom in the ground state, the wave function is For the hydrogen atom in the ground state, the wave function is   The probability of finding the electron from r = 0 to r = a<sub>0</sub> is approximately Note:  The probability of finding the electron from r = 0 to r = a0 is approximately Note: For the hydrogen atom in the ground state, the wave function is   The probability of finding the electron from r = 0 to r = a<sub>0</sub> is approximately Note:

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The radii of the Bohr orbits in atomic hydrogen are given by The radii of the Bohr orbits in atomic hydrogen are given by   . If the radius of the first Bohr orbit (n = 1) is 0.053 nm, the radius of the third Bohr orbit (n = 3) is . If the radius of the first Bohr orbit (n = 1) is 0.053 nm, the radius of the third Bohr orbit (n = 3) is

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A hydrogen atom that has an electron with an orbital angular momentum A hydrogen atom that has an electron with an orbital angular momentum   is placed in a magnetic field oriented in the z direction. The component of L in the z direction could be is placed in a magnetic field oriented in the z direction. The component of L in the z direction could be

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The Pauli exclusion principle states that no two electrons in the same atom can have the same set of quantum numbers. This set of quantum numbers is

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The total angular momentum is The total angular momentum is   , the orbital angular momentum is   , and the spin angular momentum is   . The relationship between these three quantities is , the orbital angular momentum is The total angular momentum is   , the orbital angular momentum is   , and the spin angular momentum is   . The relationship between these three quantities is , and the spin angular momentum is The total angular momentum is   , the orbital angular momentum is   , and the spin angular momentum is   . The relationship between these three quantities is . The relationship between these three quantities is

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