CHEM 1160 Exam 3 Study Guide (copy)
🧪 CHEM 1160 Exam 3 Study Guide
🧾 Covered Topics:
Chapter 7: Acids & Bases, Acid Strength, pH, Redox Reactions, Enthalpy
Chapter 8: Rates, Equilibria, Gibbs Free Energy, Rate Laws
🧱 Chapter 7: Acids & Bases, Redox, Enthalpy
Acid Strength Trends
Across a Period (→): Acid strength increases with electronegativity
Example: HF > H₂O > NH₃ > CH₄Down a Group (↓): Acid strength increases with size of atom
Example: HI > HBr > HCl > HFWhy?
ΔH (Enthalpy): Larger atoms = weaker H–X bonds = easier to break.
ΔS (Entropy): Larger ions disrupt fewer water molecules = increase in disorder = favorable.
Resonance & Stability
More resonance in conjugate base = more stable = stronger acid.
More oxygen atoms (e.g., HClO₄ > HClO₃ > HClO₂) = more resonance = stronger acid.
Strong Acids (Know These!)
Strong acids fully dissociate:
HCl, HBr, HI, HNO₃, HClO₄, H₂SO₄
[H₃O⁺] = [acid].
Ka, pKa Relationships
ext{Ka} = \frac{[\text{products}]}{[\text{reactants}]}
ext{pKa} = -\log(\text{Ka})
Large Ka → Strong acid
Small pKa → Strong acid.
pH and Concentrations
\text{pH} = -\log[H₃O⁺]
[H₃O⁺] = 10^{-\text{pH}}
[H₃O⁺] \cdot [OH⁻] = K_w = 1 \times 10^{-14}
Percent Ionization: \% = \frac{[H₃O⁺]}{[\text{acid initial}]} \times 100
Strong vs Weak Acids/Bases
Strong Acids/Bases: Complete ionization (no ICE tables!).
Weak: Partial ionization → requires ICE tables.
Redox Basics
Oxidation: Loss of electrons
Reduction: Gain of electrons.
Assign oxidation states:
Free elements: 0
Ions = their charge
Oxygen = –2 (except peroxides)
Hydrogen = +1 (with nonmetals), –1 (with metals).
How to ID Redox Reactions
Look for changes in oxidation numbers
Combustion: redox + O₂ as reactant → produces CO₂ + H₂O.
Bond Enthalpies
\Delta H = \sum \text{bonds broken} - \sum \text{bonds formed}
Triple > Double > Single bonds in strength.
Shorter = Stronger, Longer = Weaker.
⚙ Chapter 8: Rates, Equilibria, Gibbs
Reaction Rates
Average Rate: \Delta[\text{concentration}] / \Delta\text{time}
Instantaneous Rate: Slope of tangent to curve at a point.
Rate Laws
General form: \text{Rate} = k[A]^m[B]^n
Order = exponent.
Use initial rate method:
Hold one reactant constant
Compare how rate changes with other.
Units of k
Depends on overall reaction order.
Example: For 3rd order → units: \frac{1}{M^2 \cdot s}
Graphing Method (To Find Order)
[A] vs time → zero order
\ln[A] vs time → first order
\frac{1}{[A]} vs time → second order.
Energy Diagrams
Activation Energy (Ea): Energy needed to start reaction.
Catalyst: Lowers Ea via alternate path.
Exothermic: \Delta H < 0
Endothermic: \Delta H > 0.
Gibbs Free Energy & Equilibrium
\Delta G = \Delta H - T\Delta S
\Delta G^\circ = -RT \ln K
At equilibrium:
\Delta G = 0
Q = K.
ICE Tables & Equilibrium Constants
Use to find concentrations when they change:
K = \frac{[products]^{coeff}}{[reactants]^{coeff}}
K > 1: favors products
K < 1: favors reactants.
Le Châtelier’s Principle
Add reactant: shifts right
Remove product: shifts right
Increase Pressure: shifts to side with fewer gas moles
Increase Temp (exo): shift left
Catalyst: No shift, just faster equilibrium.
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🔥 CHEM 1160 Exam Strategy Checklist
🧪 Strong Acids & Bases
Memorize:
Strong Acids: HCl, HBr, HI, HNO₃, HClO₄, H₂SO₄
Strong Bases: Group 1 and heavy Group 2 hydroxides (e.g., NaOH, Ca(OH)₂)
Properties: Fully ionize in water
Do not use ICE tables (use direct stoichiometry).
📊 ICE Tables + Equilibrium
Practice solving for:
[H₃O⁺], pH, percent ionization
Using KaKa and extpKaextpKa: pKa=−logKapKa=−logKa
Know how to simplify when x \ll [\text{initial}].
⚡ Redox Reactions
Oxidation: Loss of electrons, Reduction: Gain.
Assign oxidation states using these quick rules:
Free element: 0
Monoatomic ion: its charge
Oxygen: –2 (except peroxides)
Hydrogen: +1 (except in metal hydrides: –1).
Balance redox with half-reactions in acidic or basic solution.
🧠 Rate Laws
Understand: \text{Rate} = k[A]^m[B]^n
Using Experimental Data: Collect data by conducting experiments at different initial concentrations of reactants while keeping others constant. The rate of reaction (D) can be expressed as: ext{Rate} = k[A]^m[B]^n Where:
k = rate constant
[A] and [B] = concentrations of reactants
m and n = reaction orders with respect to each reactant.
Finding Reaction Order from Graphs: The reaction order can be identified through plots of concentration against time. Each order has a characteristic graph:
Zero Order: A plot of [A] versus time yields a straight line, indicating a constant rate independent of concentration.
First Order: Plotting ext{ln}[A] versus time produces a straight line; this indicates that the rate is directly proportional to the concentration of one reactant.
Second Order: A graph of rac{1}{[A]} versus time will yield a straight line, signifying that the rate depends on the square of the concentration of the reactant.
Determining Units of k: The units of the rate constant k vary depending on the overall reaction order:
For a Zero Order reaction: k has units of M imes s^{-1} (concentration per time).
For a First Order reaction: k has units of s^{-1} (inverse time).
For a Second Order reaction: k has units of M^{-1} imes s^{-1} (inverse concentration times inverse time).
📈 Graphs in Kinetics
[A] vs. time → zero order
\ln[A] vs. time → first order
\frac{1}{[A]} vs. time → second order
Use the one that gives a straight line to find order.
⚖ Le Châtelier’s Principle
Predict shifts when:
Concentration changes: ↑ Reactant → shift right
Pressure increases: shift to side with fewer gas moles
Temperature increases:
Exothermic → shift left
Endothermic → shift right
Catalysts do NOT affect equilibrium — only speed.
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