Exam 14: Wave Particle Duality and Quantum Physics
Exam 1: The Electric Field I: Discrete Charge Distributions87 Questions
Exam 2: The Electric Field II: Continuous Charge Distributions75 Questions
Exam 3: Electric Potential108 Questions
Exam 4: Capacitance73 Questions
Exam 5: Electric Current and Direct-Current Circuits160 Questions
Exam 6: The Magnetic Field71 Questions
Exam 7: Sources of the Magnetic Field115 Questions
Exam 8: Magnetic Induction84 Questions
Exam 9: Alternating-Current Circuits119 Questions
Exam 10: Maxwells Equations and Electromagnetic Waves61 Questions
Exam 11: Properties of Light116 Questions
Exam 12: Optical Images143 Questions
Exam 13: Interference and Diffraction116 Questions
Exam 14: Wave Particle Duality and Quantum Physics153 Questions
Exam 15: Applications of the Schrodinger Equation54 Questions
Exam 16: Atoms128 Questions
Exam 17: Molecules44 Questions
Exam 18: Solids and the Theory of Conduction83 Questions
Exam 19: Relativity83 Questions
Exam 20: Nuclear Physics135 Questions
Exam 21: Elementary Particles and the Beginning of the Universe68 Questions
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What is the momentum (in SI units) of a photon of wavelength = 560 nm? (Planck's constant h = 6.626 *10-34 J·s.)
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A gamma-ray photon of energy 800 keV scatters off an electron at an angle perpendicular to its original direction. It then scatters off a second electron such that this secondary scattered photon continues in the direction of the original photon. Calculate the difference in energy between the first and second recoiling electrons.
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Electrons do not exhibit wave properties as readily as light because electrons typically have much __________ momenta than light and hence much __________ wavelengths.
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The wave-particle duality theory is the first adequate explanation of which one of the following observations about the hydrogen atom?
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The electron microscope is a welcome addition to the field of microscopy because electrons have a __________ wavelength than light, thereby increasing the __________ of the microscope.
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The wave-particle duality theory is the first adequate explanation of which one of the following observations about the hydrogen atom?
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Use the following figure to answer the next questions.
-The graphs show 2 as a function of x for a particle in a one-dimensional box of length L. The graph that represents the ninth excited state is

(Multiple Choice)
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Suppose an electron is confined in a one-dimensional box of width L which is two times the Bohr's radius of 0.0529 nm. What is the wavelength of the photon when the electron makes a transition from n = 3 to the ground state?
(Multiple Choice)
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A classical point particle moves back and forth with constant speed between two walls at x = 0 and x = 4 cm. What is the probability density P(x)?
(Multiple Choice)
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A proton is in a one-dimensional box of length ~2 *10-15 m (i.e., ~ size of a nucleus). What is the magnitude of the change in energy for a transition between the second and first excited states?
(Multiple Choice)
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The figure shows the wave functions for several stationary states of a particle in a one-dimensional box with the wall considered to be infinitely hard. The wave function that could not be representative of a particle in the one-dimensional box is

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The graph shows the kinetic energy of photoelectrons ejected from a certain metal as a function of the light incident upon the metal. The work function of this metal is

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A mass of 0.500 kg is oscillating with small amplitude oscillations on the end of a spring whose stiffness constant is 5 N/m. When this oscillator makes a transition from its n = 3 state to its n = 2 state, the energy of the photon emitted is
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If the frequency of light causing photoemission of electrons is doubled, the kinetic energy of the ejected electrons
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The energy of the n = 1 level of hydrogen is -13.6 eV. The energy of the n = 4 level is
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An electron (me = 9.11 *10-31 kg) traveling with a velocity of 5.50 *106 m/s has a
De Broglie wavelength of approximately
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The wavelength of the electromagnetic radiation emitted when an electron confined to a box of length 0.200 nm makes a transition from the n = 3 to n = 1 level is approximately
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