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Electrons in Atoms and Molecules
Test 1
Chemistry 308
Spring 2014
4) What is the frequency of a helium-neon laser light with a wavelength of 632.8 nm? The speed
of light is 3.00 × 108 m/s.
A) 4.74 × 1014 s-1
B) 4.74 × 105 s-1
C) 2.11 × 10-15 s-1
D) 1.58 × 10-15 s-1
Topic: Section 3.1 Light and the Electromagnetic Spectrum
12) What is the de Broglie wavelength of an electron (m = 9.11 × 10-31 kg) moving at a velocity
of 3.0 × 107 m/s (10% of the speed of light)?
A) less than 3.9 × 10-12 m
B) 2.4 × 10-11 m
C) 3.3 × 10-8 m
D) greater than 1.1 × 10-4 m
Topic: Section 3.4 Wavelike Properties of Matter
22) For an electron in a given atom, the larger n, the
A) larger the average distance from the nucleus and the higher the orbital energy.
B) larger the average distance from the nucleus and the lower the orbital energy.
C) smaller the average distance from the nucleus and the higher the orbital energy.
D) smaller the average distance from the nucleus and the lower the orbital energy.
Topic: Section 3.6 Wave Functions and Quantum Numbers
27) The number of orbitals in a given subshell, such as the 5d subshell, is determined by the
number of possible values of
A) n.
B) l.
C) ml.
D) ms.
Topic: Section 3.6 Wave Functions and Quantum Numbers
30) How many electrons can a single orbital hold?
A) 2n
B) 2
C) 2l + 1
D) 8
Topic: Section 3.6 Wave Functions and Quantum Numbers
37) For an orbital, a node is
A) the midpoint of the orbital.
B) a surface inside which there is a 90% chance of finding the electron.
C) a surface where there is a maximum probability of finding the electron.
D) a surface where there is no chance of finding the electron.
Topic: Section 3.7 The Shapes of Orbitals
39) Which of the following is true? The probability density
A) for all s orbitals is independent of direction from the nucleus.
B) for all s orbitals is independent of distance from the nucleus.
C) is independent of direction from the nucleus for 1s orbitals only.
D) is independent of distance from the nucleus for 1s orbitals only.
Topic: Section 3.7 The Shapes of Orbitals
42) What is the first ionization energy for a hydrogen atom in the ground state? The Rydberg
constant is 1.097 × 10-2 nm-1
A) 7.27 × 10-36 J
B) 1.63 × 10-27 J
C) 2.18 × 10-18 J
D) 0.00823 J
Topic: Section 3.8 Quantum Mechanics and Atomic Line Spectra
58) What is the ground-state electron configuration of Co?
A) [Ar]3d9
B) [Ar]4s13d8
C) [Ar]4s23d7
D) [Ar]4s24p64d1
Topic: Section 3.13 Electron Configurations and the Periodic Table
Use orbital diagrams for questions below, 77-80.
77) Which of the above fourth-shell orbitals is a 4pz orbital?
A) orbital (a)
B) orbital (b)
C) orbital (c)
D) orbital (d)
Topic: Key Concept Problems
78) Which of the above fourth-shell orbitals is a 4py orbital?
A) orbital (a)
B) orbital (b)
C) orbital (c)
D) orbital (d)
Topic: Key Concept Problems
79) Which of the above fourth-shell orbitals is a 4dx2-y2 orbital?
A) orbital (a)
B) orbital (b)
C) orbital (c)
D) orbital (d)
Topic: Key Concept Problems
80) Which of the above fourth-shell orbitals is a 4dyz orbital?
A) orbital (a)
B) orbital (b)
C) orbital (c)
D) orbital (d)
Topic: Key Concept Problems
81) For the fourth-shell orbital shown below, what are the principal quantum number, n, and the
angular momentum quantum number, l?
A) n = 4 and l = 0
B) n = 4 and l = 1
C) n = 4 and l = 2
D) n = 4 and l = 3
Topic: Key Concept Problems
101) Which orbital-filling diagram represents the anomalous ground state of chromium?
A)
B)
C)
D)
3) Light behaves as if it were a stream of small particles, called ________, each having an
amount of energy called a ________.
Topic: Section 3.3 Particlelike Properties of Electromagnetic Energy
4) A solution to the Schrödinger wave equation is a ________, or orbital, represented by the
symbol Ψ, and the probability of finding an electron defined by Ψ within a given volume of
space around the nucleus is ________.
Topic: Section 3.6 Wave Functions and Quantum Numbers
5) The energy of an electron in a multielectron atom depends on the quantum numbers ________
and ________.
Topic: Section 3.6 Wave Functions and Quantum Numbers
57) How many valence shell electrons does an atom of aluminum have?
A) 1
B) 2
C) 3
D) 13
Topic: Section 4.7 The Octet Rule
64) In the reaction of sodium metal with chlorine gas which of the following processes releases
energy?
A) Cl2(g) → 2 Cl(g)
B) Cl(g) + e- → Cl-(g)
C) Na(s) → Na(g)
D) Na(g) → Na+(g) + e-
Topic: Section 4.8 Ionic Bonds and the Formation of Ionic Solids
5) Which is the longest bond?
A) N–N
B) N=N
C) N≡N
D) All three bond lengths should be about the same.
Topic: Section 5.2 Strengths of Covalent Bonds
23) Based on the indicated electronegativities, arrange the following in order of increasing ionic
character: CsBr, LaBr3, PBr3, MgBr2.
A) CsBr, LaBr3, MgBr2, PBr3
B) CsBr, MgBr2, PBr3, LaBr3
C) PBr3, LaBr3, MgBr2, CsBr
D) PBr3, MgBr2, LaBr3, CsBr
Topic: Section 5.4 Polar Covalent Bonds: Electronegativity
62) What is the O-N-O bond angle in NO3-?
A) less than 109.5°
B) 109.5°
C) 120°
D) greater than 120°
Topic: Section 5.10 Molecular Shapes: The VSEPR Model
66) What is the smallest bond angle in SF6?
A) 60°
B) 90°
C) 109.5°
D) 120°
Topic: Section 5.10 Molecular Shapes: The VSEPR Model
84) If an electron is added to H2 it would go into a
A) σ molecular orbital and strengthen the H–H bond.
B) σ molecular orbital and weaken the H–H bond.
C) σ* molecular orbital and strengthen the H–H bond.
D) σ* molecular orbital and weaken the H–H bond.
Topic: Section 5.14 Molecular Orbital Theory: The Hydrogen Molecule
86) Compare the energies of molecular orbitals of homonuclear diatomic molecules with the
energies of the atomic orbitals with which they correlate.
A) Both bonding and antibonding molecular orbitals lie lower in energy than the atomic orbitals.
B) Bonding orbitals are lower and antibonding orbitals are higher in energy than the atomic
orbitals.
C) Bonding orbitals are higher and antibonding orbitals are lower in energy than the atomic
orbitals.
D) Both bonding and antibonding molecular orbitals are higher in energy than the atomic
orbitals.
Topic: Section 5.15 Molecular Orbital Theory: Other Diatomic Molecules
87) Which molecular orbitals for homonuclear diatomic molecules are degenerate?
A) π molecular orbitals
B) σ molecular orbitals
C) π molecular orbitals and σ molecular orbitals
D) neither π molecular orbitals nor σ molecular orbitals
Topic: Section 5.15 Molecular Orbital Theory: Other Diatomic Molecules
89) The following MO diagram is appropriate for Li2 and Be2. Based on this diagram,
A) both are stable and diamagnetic.
B) Li2 is stable and diamagnetic, but Be2 is unstable.
C) Be2 is stable and diamagnetic, but Li2 is unstable.
D) Be2 is stable and paramagnetic, but Li2 is unstable.
Topic: Section 5.15 Molecular Orbital Theory: Other Diatomic Molecules
172) Which drawing represents a σ bonding molecular orbital for a homonuclear diatomic
molecule?
A)
B)
C)
D)
Topic: Key Concept Problems
173) Which drawing represents a σ* antibonding molecular orbital for a homonuclear diatomic
molecule?
A)
B)
C)
D)
Topic: Key Concept Problems
10. a. What is the meaning of the plot below that involves the hydrogen atom 1s wavefuntion,
21s, as calculated from the Schrodinger equation for the hydrogen atom? (
21s
is essentially the
same thing as (R(r)2, that is, the radial portion squared of the 1s wavefunction.
21s is the total
wavefunction; (R(r)2
is the radial portion only of the 1s wavefunction. They difference only by a
numerical constant.)
b. How is the maximum of the 1s plot related to the Bohr atom theory?
a.____________________________________________________________________________
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b.____________________________________________________________________________
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4r2
2
This maximum probability for the
1s orbital is at 0.5292 angstroms
or 1 atomic unit, a0.