BackGeneral Chemistry Exam I Review – Step-by-Step Guidance
Study Guide - Smart Notes
Tailored notes based on your materials, expanded with key definitions, examples, and context.
Q1. Octane is a component of fuel used in internal combustion engines. The dominant intermolecular forces in octane are:
Background
Topic: Intermolecular Forces
This question tests your understanding of the types of intermolecular forces present in molecules, specifically in hydrocarbons like octane.
Key Terms:
Intermolecular forces: Forces of attraction between molecules.
Dispersion forces (London forces): Weak forces present in all molecules, especially nonpolar ones.
Dipole-dipole forces: Forces between polar molecules.
Hydrogen bonding: Strong dipole-dipole interaction involving H bonded to N, O, or F.
Step-by-Step Guidance
Examine the structure of octane. Octane is a hydrocarbon with only C and H atoms, and its structure is nonpolar.
Recall that nonpolar molecules primarily exhibit dispersion forces, since they lack permanent dipoles.
Consider the other options: Dipole-dipole forces require polarity, hydrogen bonding requires H bonded to N, O, or F, and covalent bonds are intramolecular (within molecules, not between).
Identify which intermolecular force is dominant for nonpolar molecules like octane.

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Final Answer: Dispersion forces
Octane is nonpolar, so the dominant intermolecular force is dispersion (London) forces.
Q2. In hydrogen iodide, __________________ are the most important intermolecular forces.
Background
Topic: Intermolecular Forces
This question tests your ability to identify the dominant intermolecular force in a polar molecule, specifically hydrogen iodide (HI).
Key Terms:
Dipole-dipole forces: Present in polar molecules.
Dispersion forces: Present in all molecules, but not always dominant.
Hydrogen bonding: Requires H bonded to N, O, or F.
Step-by-Step Guidance
Analyze the structure of HI. It is a diatomic molecule with a significant difference in electronegativity between H and I, making it polar.
Check if HI can form hydrogen bonds. Hydrogen bonding requires H bonded to N, O, or F, which is not the case here.
Since HI is polar but does not meet the criteria for hydrogen bonding, consider dipole-dipole forces as the dominant intermolecular force.
Dispersion forces are present, but dipole-dipole forces are stronger in polar molecules like HI.

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Final Answer: Dipole-dipole forces
HI is polar and does not form hydrogen bonds, so dipole-dipole forces are most important.
Q3. Which of the following atoms should have the greatest polarizability?
Background
Topic: Polarizability
This question tests your understanding of how atomic size and electron cloud affect polarizability.
Key Terms:
Polarizability: The ease with which an atom's electron cloud can be distorted.
Atomic size: Larger atoms have more easily distorted electron clouds.
Periodic trends: Polarizability increases down a group and decreases across a period.
Step-by-Step Guidance
Locate each atom (F, Br, Po, Pb, He) on the periodic table.
Recall that polarizability increases as you move down a group (atomic size increases).
Polarizability decreases as you move across a period (effective nuclear charge increases).
Compare the atomic sizes and positions of the listed elements to determine which is largest and most polarizable.

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Final Answer: Pb
Lead (Pb) is the largest atom listed, so it has the greatest polarizability.
Q4. Polonium crystallizes in the simple cubic lattice. What is the coordination number for Po?
Background
Topic: Crystal Lattice Structures
This question tests your knowledge of crystal lattice types and the concept of coordination number.
Key Terms:
Simple cubic lattice: A crystal structure where each atom is at the corner of a cube.
Coordination number: The number of nearest neighbors surrounding an atom in a crystal lattice.
Step-by-Step Guidance
Recall the definition of a simple cubic lattice: atoms are located at each corner of the cube.
Determine how many nearest neighbors each atom has in this arrangement.
Compare with other lattice types (body-centered cubic, face-centered cubic) to understand the differences in coordination number.
Visualize or refer to a diagram of the simple cubic lattice to count the nearest neighbors.

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Final Answer: 6
In a simple cubic lattice, each atom has 6 nearest neighbors.