AP Chemistry Unit 3 review: Properties of Substances and Mixtures
Unit 3 links intermolecular forces to states of matter, gases, solutions and light absorption. It is 18–22% of multiple choice. Expect to combine particle-level explanations with gas-law, concentration, photon-energy and calibration calculations.
Unit 3 on the May 2027 exam
| 2027 exam | |
|---|---|
| Weight | 18–22% of the multiple-choice section |
| Exam date | Thursday, May 6, 2027, afternoon session |
| Multiple choice | 60 questions in 90 minutes, worth 50% of the exam score |
| Free response | 7 questions in 105 minutes, worth 50%: three long questions (10 points each) and four short questions (4 points each). |
| Calculator | Both sections allow scientific or approved graphing calculators. Four-function calculators are allowed but not recommended. Bluebook includes both Desmos scientific and graphing calculators. |
| Class time | About 14–15 class periods in College Board's pacing guide |
| 2026 results | 15% of students scored a 5 on the whole exam, and about 76% scored 3 or higher |
Sources: College Board's course and exam description, exam page, 2027 exam dates and score distributions.
What Unit 3 covers
College Board's course description splits the unit into 13 topics. The second column is what you should be able to do for each one.
| Topic | What you should be able to do |
|---|---|
| 3.1 Intermolecular and Interparticle Forces | Identify the attractions present and connect them to boiling point, vapor pressure and other properties. |
| 3.2 Properties of Solids | Compare ionic, metallic, molecular and covalent-network solids using their particles and bonding. |
| 3.3 Solids, Liquids, and Gases | Represent particle spacing and motion in each state and explain physical changes. |
| 3.4 Ideal Gas Law | Use PV = nRT and partial pressures with consistent units and absolute temperature. |
| 3.5 Kinetic Molecular Theory | Relate temperature to average kinetic energy and compare molecular-speed distributions. |
| 3.6 Deviation from Ideal Gas Law | Explain nonideal behavior from particle volume and intermolecular attractions. |
| 3.7 Solutions and Mixtures | Calculate molarity, dilution and mixture composition. |
| 3.8 Representations of Solutions | Draw dissolved species in their correct ratios and show solvent orientation around ions. |
| 3.9 Separation of Solutions and Mixtures | Choose filtration, distillation or chromatography based on the properties being separated. |
| 3.10 Solubility | Predict solubility by comparing solute–solute, solvent–solvent and solute–solvent interactions. |
| 3.11 Spectroscopy and the Electromagnetic Spectrum | Connect absorbed radiation to molecular rotation, vibration or electronic transitions. |
| 3.12 Properties of Photons | Calculate wavelength, frequency and energy using c = λν and E = hν. |
| 3.13 Beer-Lambert Law | Use absorbance and a calibration relationship to determine concentration. |
Match the observation to the relationship
Identify the held-constant quantities before calculating. A formula is useful only when its assumptions fit the sample.
| Situation | Relationship | Check before using it |
|---|---|---|
| Ideal gas sample | PV = nRT | Temperature in kelvin; pressure and volume match R. |
| Gas mixture | Pi = XiPtotal | Use mole fraction, not mass fraction. |
| Dissolved solute | M = n/V | Volume is liters of solution, not solvent. |
| Dilution | M₁V₁ = M₂V₂ | Solute amount stays constant; no reaction occurs. |
| Photon | E = hc/λ | Convert nm to m if h and c use SI units. |
| Absorbance | A = εbc | Same wavelength, path length and chemical species. |
| Stronger attractions | Usually higher boiling point and lower vapor pressure | Name the relevant force and compare actual particles. |
Common mistakes
Each of these loses points on questions you otherwise understand.
- Saying boiling breaks the covalent bonds within molecules. Ordinary boiling separates molecules by overcoming intermolecular attractions. CED printed p. 55 flags this distinction.
- Calling forces merely strong or weak. Name dispersion, dipole–dipole, hydrogen bonding or ion–dipole attractions and explain the comparison. CED p. 55.
- Using Celsius in a gas-law ratio. Absolute temperature is required; 20 °C is about 293 K. CED topic 3.4.
- Using solvent volume as final solution volume. Molarity is moles per liter of solution. CED topic 3.7.
6 practice questions with answers
Written by Ashore for this page, in the style of the multiple-choice section. Try each one before you open the answer.
Question 1 · 3.4
A 0.200 mol ideal gas occupies 4.92 L at 300 K. With R = 0.0820 L atm mol⁻¹ K⁻¹, what is its pressure?
- A0.500 atm
- B2.00 atm
- C4.00 atm
- D1.00 atm
Show the answer
D. P = nRT/V = 0.200(0.0820)(300)/4.92 = 1.00 atm. The chosen R matches liters and atmospheres.
Question 2 · 3.7
What volume of 0.800 M stock solution is needed to prepare 250.0 mL of 0.120 M solution?
- A37.5 mL
- B24.0 mL
- C60.0 mL
- D96.0 mL
Show the answer
A. V₁ = M₂V₂/M₁ = 0.120(250.0)/0.800 = 37.5 mL. Dilute this aliquot to 250.0 mL total volume, rather than adding 250.0 mL of water.
Question 3 · 3.13
A calibration line through the origin is A = 3,200c, with c in mol L⁻¹. What concentration gives absorbance 0.480?
- A6.67 × 10⁻⁴ M
- B1.54 × 10³ M
- C1.50 × 10⁻⁴ M
- D6.67 × 10⁻⁵ M
Show the answer
C. c = A/3,200 = 0.480/3,200 = 1.50 × 10⁻⁴ M. This calculation assumes the sample is measured under the calibration conditions and lies in the linear range.
Question 4 · 3.12
What is the energy of a 600 nm photon? Use h = 6.626 × 10⁻³⁴ J s and c = 3.00 × 10⁸ m s⁻¹.
- A1.19 × 10⁻²⁵ J
- B3.31 × 10⁻¹⁹ J
- C3.31 × 10⁻²⁸ J
- D1.99 × 10⁻¹⁹ J
Show the answer
B. 600 nm = 6.00 × 10⁻⁷ m. E = hc/λ = 1.9878 × 10⁻²⁵ / 6.00 × 10⁻⁷ = 3.31 × 10⁻¹⁹ J per photon.
Question 5 · 3.4
A gas mixture contains 0.30 mol He and 0.70 mol Ne at a total pressure of 2.40 atm. What is the partial pressure of He?
- A0.30 atm
- B1.68 atm
- C0.72 atm
- D2.10 atm
Show the answer
C. The helium mole fraction is 0.30/(0.30 + 0.70) = 0.30. Its partial pressure is 0.30(2.40) = 0.72 atm. The other 1.68 atm comes from neon.
Question 6 · 3.1
Ethanol and dimethyl ether have the same molecular formula, C₂H₆O. Why does ethanol have the higher boiling point?
- AEthanol has more electrons per molecule
- BEther forms an ionic lattice in the liquid
- CEthanol breaks C–C bonds while boiling
- DEthanol molecules can hydrogen-bond to each other
Show the answer
D. Ethanol has an O–H group that can donate hydrogen bonds to neighboring molecules. Dimethyl ether lacks an O–H donor, so pure ether does not form the same intermolecular hydrogen-bond network.
How to study Unit 3
For each calculation, name the conserved amount: gas moles in a sealed container, solute moles during dilution or path length during an absorbance comparison. Make a rough prediction before entering numbers so a reversed ratio is easier to catch.
Draw particles before and after boiling, dissolving and diluting. Keep molecular identity and atom ratios consistent. For a physical-property comparison, identify the force, describe the particle feature that changes its strength and connect that force to the observed property.
Ashore's Chemistry course has a short lesson for every topic in this unit, each ending with a few questions on what it taught.
- AP Chemistry: all 9 units, exam format and scores
- AP Chemistry Unit 1: Atomic Structure and Properties
- AP Chemistry Unit 2: Compound Structure and Properties
- AP Chemistry Unit 4: Chemical Reactions
- AP Chemistry Unit 5: Kinetics
- AP Chemistry Unit 6: Thermochemistry
- AP Chemistry Unit 7: Equilibrium
- AP Chemistry Unit 8: Acids and Bases
- AP Chemistry Unit 9: Thermodynamics and Electrochemistry
Learn Chemistry one short lesson at a time
Free to start, no card. A short lesson for every topic in all 9 units.
Starting check
SAT Math · 1 of 5
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