University of Sydney · S1 2026 · FACULTY OF CHEMISTRY

CHEM1011 Fundamentals of Chemistry 1A

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CHEM1011 Overview

Fundamentals of Chemistry 1A
— one subject, every reaction, every calculation, every mark
  • University of Sydney
  • S1 2026
  • 9 chapters
  • Chemistry

Fundamentals of Chemistry 1A builds the language and quantitative core of chemistry — atoms, the mole and stoichiometry, periodic trends, bonding and molecular shape, organic structure, thermodynamics, equilibrium, and acids and bases.

  • Assessed by Final exam 55% · Laboratory 25% · Weekly quizzes 14% · Checkpoint quiz 5% · Early feedback task 1% — Laboratory is a hurdle
  • Key terms Mole (n), Limiting reagent, Electronegativity, Enthalpy change (ΔH)
  • How to prepare Treat chemistry as a set of repeatable calculation workflows.
  • Most asked What is on the CHEM1011 final exam?
CHEM1011 · University of Sydney
An independent, AskSia-authored study guide. AskSia is not affiliated with, endorsed by, or sponsored by University of Sydney; the course code and name are used for identification only.
Assessment

How CHEM1011 is assessed

ComponentWeightFormat
Final exam55%Supervised closed-book exam · 130 min · ~1/3 MCQ + 2/3 short answer · datasheet & periodic table provided
Laboratory · hurdle25%Labtorials, logbook, technique competency & major assessment — must be passed to pass the unit
Weekly quizzes14%Online Canvas quizzes from Week 2; best 9 marks count
Checkpoint quiz5%Week 7, 40-minute online open-book quiz
Early feedback task1%Week 1 online quiz (due Week 2)
Contents · every chapter, one map

What CHEM1011 covers

Thirteen weeks of foundational chemistry → one exam-ready map. Each topic links to its free chapter guide.

01

Atoms, Light and the Mole

Subatomic particles · isotopes · the mole · n = m/M · light & E = hc/λ

This opening chapter of CHEM1011 builds the two counting tools the rest of the course rests on: the atom (protons fix the element, neutrons make isotopes) and the mole (the bridge between grams you weigh and particles you count), then adds the physics of light (a photon's energy is set by its wavelength).

  • Matter and change: physical vs chemical change, and allotropes (same element, different bonding)
  • Subatomic particles: proton, neutron, electron — charge, relative mass, location
  • Atomic number Z and mass number A; reading the ᴬ_Z X symbol (including ions)
  • Isotopes: same Z, different neutron count; and abundance-weighted average atomic mass
  • The mole and Avogadro's constant N_A = 6.022×10²³; molar mass M
  • Mole-map conversions: n = m/M and n = N/N_A (route every conversion through moles)
02

Bonding, Equations and Stoichiometry

Ionic vs covalent · empirical formula · balancing · limiting reagent · % yield

This chapter is the quantitative engine of CHEM1011: it links how atoms bond (ionic transfer vs covalent sharing, with polar covalent in between) to how you count what reacts.

  • Ionic vs covalent bonding: electron transfer vs shared pair; bonding pair vs lone pair
  • Polar covalent character from electronegativity difference (ΔEN)
  • Valence as a formula-prediction shortcut (C=4, N=3, O=2, H/Cl/Br/I=1)
  • Polyatomic ions: formula + charge you must memorise (NH₄⁺, NO₃⁻, CO₃²⁻, SO₄²⁻, PO₄³⁻, OH⁻)
  • Molecular vs empirical formula; empirical formula from percent composition
  • Balancing equations: conserve atoms AND net charge (coefficients only)
03

Solutions and Periodic Trends

Molarity & dilution · effective nuclear charge · radius · ionisation energy · electronegativity

This chapter pairs the solution-prep maths you reach for in every wet-lab problem with the periodic trends that explain why elements behave the way they do.

  • Solute, solvent, solution: aqueous (aq) and homogeneous mixtures
  • Molarity c = n/V (mol L⁻¹) and the rearrangement n = cV
  • The mole triangle: chaining n = cV with n = m/M
  • Dilution: c₁V₁ = c₂V₂ (moles of solute conserved)
  • Effective nuclear charge Z_eff = Z − S (nuclear pull minus shielding)
  • Atomic radius: smaller across a period, bigger down a group
04

Lewis Structures and VSEPR

Octet build · bond order · resonance & formal charge · VSEPR shapes & angles · polarity

This chapter is the bonding-and-shape core of CHEM1011: you draw a valid Lewis structure for a small molecule or ion, then read its 3-D shape, bond angles and polarity straight off it using VSEPR.

  • The octet rule and the boron sub-octet exception (H needs 2)
  • Counting valence electrons from the group number (adjust for ionic charge)
  • The 5-step Lewis build: central atom, count, single bonds, lone pairs, multiple bonds
  • Bond order vs bond length vs bond strength (single < double < triple)
  • Resonance and the resonance hybrid (fractional bond orders)
  • Formal charge as the tie-breaker: FC = valence e⁻ − lone-pair e⁻ − ½ bonding e⁻
05

Organic Chemistry: Groups, Naming and Isomers

Functional groups · IUPAC naming · the isomer tree · chirality & R/S

This chapter is the organic-chemistry block of CHEM1011 (USyd Fundamentals of Chemistry 1A): how to read a carbon structure, name it by IUPAC rules, classify its isomers, and assign R/S to a chiral centre.

  • Why carbon: tetravalency, catenation, and the three representations (molecular, condensed, skeletal/line)
  • Hydrocarbon families and general formulas: alkane CₙH₂ₙ₊₂, alkene CₙH₂ₙ, alkyne CₙH₂ₙ₋₂
  • The chain stems meth- to dec- (1 to 10 carbons)
  • The ~13 functional groups: recognise, predict reactivity, name (suffix/prefix)
  • IUPAC naming: the six-step recipe and the lowest-locant rule
  • The isomer tree: constitutional vs stereo; conformational vs configurational; enantiomers vs diastereomers
06

Thermodynamics

Enthalpy · Hess's Law · ΔHf° · bond enthalpies · kinetics vs thermodynamics

Thermodynamics in CHEM1011 is about the energy bookkeeping of a reaction: enthalpy H, the sign of ΔH (exothermic vs endothermic), and the two interchangeable routes to a reaction enthalpy — from standard enthalpies of formation and from average bond enthalpies.

  • Enthalpy H and the sign of ΔH: exothermic (ΔH < 0) vs endothermic (ΔH > 0)
  • The energy profile: reactants → transition state → products, and reading ΔH off the diagram
  • Hess's Law: enthalpy as a state function — reverse, scale, add reactions
  • Standard enthalpy of formation ΔHf°, and why elements in their standard state are 0
  • ΔH_rxn from formation enthalpies: Σn·products − Σn·reactants
  • ΔH_rxn from average bond enthalpies: Σ bonds broken − Σ bonds formed
07

Chemical Equilibrium

K & Q · the ICE method · approximations · Le Châtelier's principle

This chapter covers chemical equilibrium: writing the equilibrium constant K and the reaction quotient Q, predicting which way a reaction will shift, solving for unknown concentrations with an ICE table, and applying Le Châtelier's principle.

  • The equilibrium-constant expression: K = [products]/[reactants], each raised to its coefficient
  • The phase rule: pure solids and pure liquids are omitted (activity = 1)
  • Reaction quotient Q and the direction test (Q < K forward, Q > K reverse, Q = K at equilibrium)
  • Magnitude of K: large K favours products, small K favours reactants
  • K manipulation: reverse to 1/K, scale to Kⁿ, add reactions to multiply K's
  • The ICE method: Initial-Change-Equilibrium in terms of one unknown x
08

Acids, Bases and Titrations

pH & Ka · buffers & Henderson–Hasselbalch · titration curves · pH = pKa at half-equivalence

This chapter is the quantitative acid–base toolkit CHEM1011 builds its hardest exam questions on: telling strong (fully dissociating) from weak (equilibrium-governed, via Ka) acids, working the pH = −log[H3O+] scale with pH + pOH = 14, and reading a titration curve region by region.

  • Strong vs weak: full dissociation vs equilibrium, single vs double arrow
  • Ka and pKa: Ka = [H₃O⁺][A⁻]/[HA], pKa = −log Ka, pKb = 14 − pKa
  • The pH scale: pH = −log[H₃O⁺], pOH, pH + pOH = 14 at 25 °C
  • Buffers: weak acid + conjugate base, why they resist pH change
  • Henderson–Hasselbalch: pH = pKa + log([A⁻]/[HA])
  • Titration types and the equivalence-point pH rule (SA/SB = 7, WA/SB > 7, SA/WB < 7)
09

Functional Groups, Fats and Polymers

Hydrolysis · fatty acids & saponification · intermolecular forces · addition vs condensation polymers

This chapter closes the organic strand of CHEM1011 by showing how water breaks the carbonyl derivatives (esters, amides, acid chlorides, thioesters) and how that one reaction connects fats, oils and soap.

  • Hydrolysis of acid derivatives: ester/amide/acid-chloride/thioester + H₂O, acid (H⁺) vs base (OH⁻)
  • Triglycerides: glycerol + 3 fatty acids = a triester (fat/oil)
  • Saturated vs cis-unsaturated fatty acids: chain shape, packing and melting point
  • Saponification: base hydrolysis of a fat to glycerol + fatty-acid sodium salts (soap)
  • Amphiphiles, hydrophobic effect and micelle/bilayer self-assembly
  • Intermolecular forces: London < dipole-dipole < H-bond (< ion-dipole)

The final exam is 55% of your grade and is closed-book, and the laboratory is a separate hurdle you must pass to pass the unit, so this guide teaches each topic to exam standard: the method examiners reward, the formula they expect, and the calculation steps that earn the marks.

Worked example · free

Limiting reagent & mass of product — the workhorse calculation

Q [4 marks]. 6.00 g of H2 reacts with 35.0 g of Cl2 to form hydrogen chloride: H2 + Cl2 → 2HCl. Which reactant is limiting, and what mass of HCl forms?
  • +1Convert each mass to moles: n(H2) = 6.00 / 2.016 = 2.98 mol; n(Cl2) = 35.0 / 70.90 = 0.494 mol.
  • +1Compare moles ÷ coefficient (the ratio is 1:1): 0.494 < 2.98, so Cl2 is the limiting reagent.
  • +1Scale to product by the mole ratio: n(HCl) = 2 × 0.494 = 0.988 mol.
  • +1Convert to mass: m = n × M = 0.988 × 36.46 = 36.0 g HCl.
Cl2 limits; 36.0 g of HCl forms, leaving 2.49 mol of H2 unreacted.
Sia tip — Always compare moles ÷ coefficient, not raw moles — the smaller ratio identifies the limiting reagent, and it alone sets the yield.
Glossary

Key terms

Mole (n)
The amount of substance containing Avogadro's number (6.022 × 1023) of particles; linked to mass by n = m/M, where M is the molar mass in g mol−1.
Limiting reagent
The reactant that runs out first; it caps the amount of product. Found by comparing each reactant's moles divided by its stoichiometric coefficient.
Electronegativity
The ability of a bonded atom to attract the shared electrons; it rises across a period and falls down a group, and a large difference (ΔEN) signals ionic rather than covalent bonding.
Enthalpy change (ΔH)
The heat absorbed or released at constant pressure; a negative ΔH is exothermic, a positive ΔH endothermic. It is path-independent (Hess's Law).
Equilibrium constant (K)
The ratio of product to reactant activities at equilibrium for aA + bB ⇌ cC + dD: K = [C]c[D]d / [A]a[B]b; pure solids and liquids are omitted.
pH
A measure of acidity: pH = −log10[H3O+]; pH + pOH = 14 at 25 °C, and at the half-equivalence point of a weak-acid titration pH = pKa.
FAQ

CHEM1011 FAQ

Is CHEM1011 hard?

It is concept-broad and calculation-dense rather than conceptually deep: most marks come from applying a standard method (moles, Lewis structures, ICE tables, pH) accurately and to the right number of significant figures. Because the final exam is 55% and closed-book and the laboratory is a separate hurdle, the difficulty is precision under exam conditions.

How is CHEM1011 assessed?

The final exam is 55% and closed-book; the laboratory is 25% and a hurdle you must pass to pass the unit; weekly online quizzes are 14% (best nine count), a Week 7 checkpoint quiz is 5%, and an early-feedback task is 1%. Confirm the current weights in your own unit outline.

What is on the CHEM1011 final exam?

About one-third multiple choice (30 questions) and two-thirds short answer over 130 minutes. It covers the whole lecture course: atoms and the mole, stoichiometry, periodic trends, Lewis structures and VSEPR, organic structure and isomers, thermodynamics, equilibrium, and acids and bases. A datasheet and periodic table are provided.

Do I have to memorise the constants and the periodic table?

No — a datasheet of constants and a periodic table are provided in the exam. What you must bring is the methods: how to set up a mole calculation, build a Lewis structure, run an ICE table, and work a titration. This guide drills exactly those workflows.

Is using AskSia for CHEM1011 cheating?

No. AskSia is a study reference written in our own words — we host none of your lecturer's files, and Sia teaches you the method to earn the marks; it does not complete or sit your assessments.

Chapter questions

Questions students ask in each CHEM1011 chapter

What's the difference between mass number and average atomic mass?
Mass number A is a whole-number count of protons + neutrons for one specific isotope (e.g. ³⁷Cl has A = 37). Average atomic mass is the abundance-weighted average over all of an element's natural isotopes and is usually not a whole number (chlorine ≈ 35.5). The periodic-table value is the average; a superscript on a symbol is the mass number of that one isotope. Chapter 01 · Atoms, Light and the Mole
How do I tell whether a bond is ionic, polar covalent, or non-polar covalent?
Use the electronegativity difference (ΔEN) between the two atoms. Roughly: ΔEN below ~0.4 is non-polar covalent (electrons shared evenly); ~0.4 up to ~2 is polar covalent (shared but unevenly, giving δ+/δ− partial charges); and above ~2 is ionic (electrons effectively transferred). A quick sanity check is metal + non-metal → ionic, non-metal + non-metal → covalent. Chapter 02 · Bonding, Equations and Stoichiometry
How do I find the mass of solid to make a solution of a given molarity?
Convert the target volume to litres, find moles with n = cV, then convert to mass with m = nM. In one line, m = c × V × M. Read the molar mass off the periodic table provided and report to 3 significant figures with the unit (g). Chapter 03 · Solutions and Periodic Trends
What's the 5-step method for drawing any Lewis structure?
(1) Pick the central atom — the lowest-electronegativity / highest-valence atom (never H or F). (2) Count total valence electrons by summing group numbers, then subtract for a positive charge or add for a negative one. (3) Draw a single bond from the centre to each outer atom. (4) Add lone pairs to the outer atoms first, then any leftover to the centre. (5) If the central atom is short of an octet, convert adjacent lone pairs into double or triple bonds until it reaches 8 (stop at 6 if the centre is boron). Do the same five steps every time — the marks are in the order. Chapter 04 · Lewis Structures and VSEPR
How do I know which way to number the carbon chain in IUPAC naming?
Number from the end that gives the principal functional group (or the multiple bond) the lowest locant first. Only if there is a tie do you then minimise the substituent locants. So a four-carbon chain with a terminal double bond is but-1-ene, not but-3-ene — always check both directions before committing. Chapter 05 · Organic Chemistry: Groups, Naming and Isomers
What is the difference between calculating ΔH from formation enthalpies and from bond enthalpies?
Both give a reaction enthalpy but set up oppositely. From standard enthalpies of formation you do Σn·ΔHf°(products) − Σn·ΔHf°(reactants), which gives an essentially exact value. From average bond enthalpies you do Σ(bonds broken) − Σ(bonds formed), where every bond term is a positive look-up value; because the values are averages, this route only gives an estimate. If a question supplies ΔHf° use the first method; if it supplies bond energies use the second. Chapter 06 · Thermodynamics
Why do pure solids and pure liquids get left out of K and Q?
Their activity is taken as 1, so they make no contribution to the ratio. For CaCO₃(s) ⇌ CaO(s) + CO₂(g) the expression is simply K = [CO₂] — both solids drop out. Water acting as a pure solvent is omitted too; dissolved [aq] species and gases [g] always stay in. Chapter 07 · Chemical Equilibrium
When do I use Henderson–Hasselbalch instead of an ICE table?
Use Henderson–Hasselbalch (pH = pKₐ + log([A⁻]/[HA])) whenever the flask holds appreciable amounts of BOTH a weak acid and its conjugate base — a prepared buffer, or anywhere on the buffer plateau of a weak-acid titration before equivalence. Use a full ICE table on Kₐ for the initial pH of a pure weak acid, and ICE on K_b of the conjugate base at the equivalence point. Chapter 08 · Acids, Bases and Titrations
Why does an alcohol boil higher than an aldehyde or alkane of the same mass?
Because boiling has to overcome intermolecular forces, and the alcohol's O–H lets it hydrogen-bond — the strongest of the three forces. The aldehyde only has dipole–dipole (its H is on carbon, not O), and the alkane has London dispersion alone. At similar mass the dispersion is comparable, so the force type decides: H-bond > dipole–dipole > London, and the boiling points follow the same order. Chapter 09 · Functional Groups, Fats and Polymers
Study strategy

How to study for the exam

Treat chemistry as a set of repeatable calculation workflows. For every topic, practise the method from a blank page: the mole map (n = m/M), the limiting-reagent comparison, the five-step Lewis build, the VSEPR angle table, the two routes to ΔH, the ICE table, and the titration region map. Memorise the methods, not the constants — the datasheet and periodic table are provided.

Because the final is 55% and closed-book and the laboratory is a hurdle, banked, well-practised calculation marks are the safest marks in the unit.

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