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AP Chemistry Acids and Bases Review
Apr 26, 2025
AP Chemistry Unit 8 Review: Acids and Bases
Introduction
Presenter: Jeremy Krug
Focus: AP Chemistry Unit 8
Topics: Acids and Bases
pH and pOH
Definitions
:
pH = -log[hydronium ion concentration]
pOH = -log[hydroxide ion concentration]
Relationship:
At 25°C, [H₃O⁺][OH⁻] = 1 x 10⁻¹⁴ (Kw)
pH + pOH = 14
pH = pOH implies neutral solution (pH and pOH both 7.00 at 25°C)
Effect of Temperature
Higher temperatures increase Kw value, lowering pH of pure water
Pure water remains neutral despite pH changes with temperature
Strong Acids and Bases
Strong Acids
:
Ionize completely; pH = -log[acid concentration]
Example: 0.010 M nitric acid, pH = 2.00
Strong Bases
:
Similar calculation using pOH
Group 1 and 2 hydroxides are strong bases
Example: 0.010 M calcium hydroxide, pOH from -log[0.020], pH = 12.30
Weak Acids and Bases
Equilibrium Reactions
:
Weak acids dissociate reversibly, defined by equilibrium constant Ka
pKa = -log[Ka]
Weak bases react with water (Kb), pKb = -log[Kb]
ICE Box Calculations
:
Used for equilibrium problems
Solve for x, ignore small x for simplification
Calculate percent dissociation
Neutralization Reactions
Strong Acids and Bases
:
Net ionic equation: always same; results in neutral pH (7 if equimolar)
Weak Acid/Base with Strong Acids/Bases
:
Results in buffer if weak acid/base in excess
Treated as strong acid/base problem if strong counterpart in excess
Weak Acid with Weak Base
:
Compare magnitudes of Ka and Kb
Acid-Base Titrations
Titration Curve
:
Volume of titrant (x-axis) vs pH (y-axis)
Equivalence point: moles of base = moles of acid
Half equivalence point: pH = pKa of weak acid
Polyprotic Acids
:
Number of inflection points = number of acidic hydrogens
Estimate first and second Ka
Strength of Acids and Bases
Strong acids dissociate more completely, weak conjugate bases
Strong bases have weak conjugate acids
Consider electronegativity and oxygen in organic acids
Indicators
pKa corresponds to pH point where indicator changes color
Choose indicator matching pH of equivalence point
Buffers
Definition
:
Mixture of weak acid and its conjugate base
Resist pH changes
Henderson-Hasselbalch Equation
:
Used to calculate pH of a buffer
Buffer capacity related to concentration
Solubility and pH
Solubility of ionic compounds can depend on pH
Example: Magnesium carbonate's solubility increases with decreasing pH
Conclusion
Join Jeremy Krug for review of Unit 9 on Thermodynamics and Electrochemistry
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