Exam 7: A Quantum Model of Atoms: Waves and Particles

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A shell is defined by ________

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Determine the wavelength of the line in the hydrogen atom spectrum corresponding to the n1 = 3 to n2 = 4 transition.

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Which statement about the quantum numbers that identify an atomic orbital is not correct?

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A light detector based on the photoelectric effect is made with cesium metal. Cesium metal has a work function of 3.40 *10-19 J. What is the longest wavelength of light that one could expect to detect with this device?

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What is the energy (E, in J) of a photon from a microwave oven with a frequency of v = 6.0 * 1010 Hz?

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Two elements that have np3 in their ground-state electron configuration are ________

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Which statement about the quantum numbers that identify an atomic orbital is not correct?

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How many orbitals are possible for the n = 2 shell?

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Subshells are ________

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Which of the following is not an allowed value for the principal quantum number?

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Which of the following photons has the lowest frequency?

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Early photoelectric light detectors were based on cesium. Cesium metal has a work function of 3.43 *10-19 J. What is the minimum photon energy needed to eject photoelectrons from a cesium surface?

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Which sequence does not correctly arrange the elements in order of increasing energy released (electron affinity) upon formation of its monatomic anion?

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Which transition in a hydrogen atom requires the largest change in energy?

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Recently, buckyballs (C60) became the largest objects with a measured de Broglie wavelength. If the mass of a C60 molecule is 1.20 *10-24 kg, what will be its de Broglie wavelength if it is moving at a speed of 220 m/sec?

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The study of light emitted by the hydrogen atom by Johann Balmer, Johannes Rydberg, Niels Bohr, and others revolutionized physics because it revealed that ________

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A coordinate system is defined with orthogonal x-, y-, and z-axes. How many of the d orbitals have lobes pointing along one or more of the axes?

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Fraunhofer lines are due to ________

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Which subshell only has five orbitals?

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Astronomers have detected hydrogen atoms in interstellar space in the n = 732 energy level. Suppose an atom in this excited state emits a photon and undergoes a transition from n = 732 to n = 721. How much energy does the atom lose as a result of this transition? What is the wavelength of the emitted photon? In which spectral region does this radiation lie?

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