AP Chemistry · Unit 8 of 9

Acids and Bases

Analyze acid-base behavior with Bronsted-Lowry theory, pH relationships, and equilibrium constants for weak acids and bases.

Why this unit matters

Acid-base systems appear across chemistry, from environmental chemistry to biochemical pathways and industrial processes.

What you will learn

  • Classify acids and bases and identify conjugate pairs in reactions.
  • Compute pH, pOH, and related concentrations in strong-acid or strong-base contexts.
  • Use Ka, Kb, and pKa ideas to compare weak-acid and weak-base behavior, including buffers.

Understand the core ideas

Acid-base chemistry combines proton-transfer models with logarithmic concentration relationships. In the Bronsted-Lowry framework, acids donate H+ and bases accept H+, producing conjugate pairs that differ by one proton. Strong acids and bases are treated as essentially complete dissociators in many dilute AP contexts, so concentration-to-pH conversions are direct after stoichiometric accounting. Weak acids and weak bases dissociate only partially, so equilibrium expressions with Ka or Kb are needed to estimate species concentrations. This distinction explains why solutions with equal formal concentrations can have very different pH values depending on acid or base strength. Clear reasoning also requires identifying whether water autoionization is negligible under the given conditions. The chapter strengthens your ability to move among molecular equations, ionic equations, and quantitative expressions while preserving charge balance, mole balance, and proper interpretation of concentration terms. This improves both conceptual explanation and numerical consistency on mixed-item sets. It also prevents incorrect assumptions about complete dissociation in weak systems.

The pH scale is logarithmic, so a one-unit pH shift corresponds to a tenfold change in hydronium concentration, and small pH differences can reflect major chemical differences. Buffer solutions resist pH change because both a weak acid and its conjugate base are present in appreciable amounts, allowing added H+ or OH- to be consumed by a corresponding equilibrium reaction. During weak-acid titration, half-equivalence gives pH = pKa, which provides a direct graph-based route to estimate acid strength. At equivalence, pH is not automatically 7 unless specific strong acid-strong base conditions apply. Accurate AP responses separate strong versus weak assumptions, show logarithm steps clearly, and report concentration units where relevant, even though pH itself has no unit label. This chapter rewards interpretation as much as arithmetic, especially when comparing curves, buffer capacity, and acid-strength relationships. Careful graph reading prevents wrong conclusions about endpoint acidity. Distinguish initial pH, buffer region, and equivalence behavior when analyzing curves.

Key terms

conjugate acid-base pair
Two species related by gain or loss of one proton H+.
pH
Negative base-10 logarithm of hydronium concentration, pH = -log[H3O+].
Ka
Acid dissociation constant that quantifies weak-acid ionization extent in water.
buffer
Solution containing a weak acid/base and its conjugate partner that resists pH change.

Compute pH from hydronium concentration

Assume aqueous solution with [H3O+] = 2.0 x 10^-3 M at 25 C. Use pH = -log10[H3O+].

  1. 1) Write the relationship: pH = -log10(2.0 x 10^-3).
  2. 2) Split logarithm: log10(2.0 x 10^-3) = log10(2.0) + log10(10^-3).
  3. 3) Evaluate terms: log10(2.0) = 0.3010 and log10(10^-3) = -3, so total is -2.6990.
  4. 4) Apply negative sign and round by significant figures: pH = 2.6990, reported as 2.70.
Result: The solution pH is 2.70 under the stated concentration and temperature assumption.

A common misconception

Claim: If one solution has pH 3 and another has pH 4, the first is only a little more acidic.

Correction: Because pH is logarithmic, pH 3 has ten times higher hydronium concentration than pH 4. That is a major concentration difference, not a small one.

Lessons in this unit

  1. Bronsted-Lowry frameworkTrack proton transfer and identify conjugate acid-base pairs.
  2. pH and pOH calculationsConvert among [H+], [OH-], pH, and pOH with logarithmic definitions.
  3. Weak-acid and weak-base equilibriaUse Ka or Kb to estimate dissociation and relative strength.
  4. Buffers and titration curvesInterpret buffer regions, half-equivalence points, and indicator choice.

Study task

Solve a set of acid-base items including strong-acid pH, weak-acid comparison by Ka, and buffer interpretation at half-equivalence.

Unit checkpoint

If [H3O+] = 2.0 x 10^-3 M, what is the pH?

pH = -log(2.0 x 10^-3) = 2.70 (to two decimal places).

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