Take a breath. If someone has told you that Haloalkanes and Haloarenes is the chapter where organic chemistry stops making sense, they were wrong — they just met it in the wrong order. This chapter is really one small story told over and over: a carbon atom is holding a halogen slightly too loosely, and the entire syllabus is about who takes that halogen away, how, and what the carbon looks like afterwards. Once you see that single thread, every reaction here becomes a variation, not a new burden.
We are going to build the chapter from absolute zero. No prior comfort with mechanisms is assumed. You will get plain explanations, a code-drawn decision chart, more than a dozen worked examples, an original memory device for the tricky calls, and a practice worksheet with answers you can check yourself. Along the way we cover exactly what CBSE asks: the SN1 and SN2 mechanism with examples, the full haloalkanes and haloarenes name reactions list, and the kind of haloalkanes and haloarenes class 12 important questions that actually turn up in the paper. Nothing outside the 2026–27 syllabus, nothing padded.
One promise before we start: you do not need to memorise sixty equations. You need about eight ideas and the confidence to apply them. Let’s go and get them.
Meet Your Tutor
Haloalkanes and Haloarenes is easier when you stop treating every reaction as a separate memory test. I will help you read the substrate, reagent, solvent and leaving group first, then predict the pathway and product. Keep a small reaction map beside you and update it as each mechanism becomes clear.
What You’ll Learn
- Classification of Haloalkanes and Haloarenes
- IUPAC Nomenclature Without the Panic
- Nature of the Carbon–Halogen Bond
- Preparation of Haloalkanes From Alcohols
- Preparation From Hydrocarbons: Free Radical Halogenation and Addition to Alkenes
- Halogen Exchange: Finkelstein and Swarts Reactions
- Preparation of Haloarenes: Electrophilic Substitution and Sandmeyer
- Physical Properties: Boiling Point, Density and Solubility
- Nucleophilic Substitution: The SN1 and SN2 Mechanisms
- Stereochemistry: Retention, Inversion and Racemisation
- Elimination Reactions and the Saytzeff Rule
- Reaction With Metals: Grignard Reagents and the Wurtz Reaction
- Why Haloarenes Resist Nucleophilic Substitution
- Electrophilic Substitution in Haloarenes
- Fittig and Wurtz–Fittig Reactions
- Polyhalogen Compounds and Their Environmental Story
Your Game Plan
Work through the chapter in this order. It is deliberately built so that each step makes the next one easier, and so that you are never asked to memorise something you have not first understood.
- Day 1 — Vocabulary. Classification and IUPAC naming. Nothing else. If you can name and classify a structure on sight, half the exam’s short questions are already yours.
- Day 2 — The bond. Understand why the C–X bond is polar and why it gets weaker down the group. Every reaction in the chapter is downstream of this one fact.
- Day 3 — Preparations. Learn the four doorways to R–X (alcohol, alkane, alkene, halogen exchange) plus the two routes to haloarenes. Use the hub diagram, not a list.
- Day 4 — Substitution. SN1 versus SN2, with the stereochemistry attached. This is the highest-scoring topic in the chapter; give it a full sitting.
- Day 5 — Elimination and metals. Saytzeff’s rule, Grignard reagents, Wurtz. Short, satisfying, very examinable.
- Day 6 — Haloarenes. Why they refuse nucleophiles, how they behave with electrophiles, and the Fittig pair.
- Day 7 — Polyhalogen compounds and revision. Then do the worksheet at the end of this page under timed conditions, closed book.
Study Notes
Classification of Haloalkanes and Haloarenes
Before you can react with something, you have to be able to sort it. Chemists classify these compounds in two independent ways, and the exam expects both.
First sort: how many halogens? One halogen makes a monohaloalkane, two make a dihalo compound, and three or more make a polyhalogen compound. Dihalides split further: if both halogens sit on the same carbon they are gem-dihalides (from the Latin geminus, twin — think of twins sharing one seat), and if they sit on adjacent carbons they are vic-dihalides (vicinal, meaning neighbouring — think of next-door neighbours).
Second sort: what kind of carbon is holding the halogen? This is the sort that actually predicts reactivity, so it matters more.
| Class | Carbon holding X | Everyday example | Why it matters |
|---|---|---|---|
| Alkyl halide (1°, 2°, 3°) | sp3, attached to 1, 2 or 3 other carbons | CH3CH2Cl (1°), (CH3)2CHBr (2°), (CH3)3CCl (3°) | Decides whether substitution goes SN1 or SN2 |
| Allylic halide | sp3 carbon next to a C=C | CH2=CH–CH2Cl | Very reactive — its carbocation is resonance-stabilised |
| Benzylic halide | sp3 carbon attached to a benzene ring | C6H5CH2Cl | Also very reactive, same resonance reason |
| Vinylic halide | sp2 carbon of a C=C | CH2=CH–Cl | Extremely unreactive to substitution |
| Aryl halide (haloarene) | sp2 carbon of a benzene ring | C6H5Cl | Extremely unreactive — the whole second half of this chapter |
Why it works: notice that the two unreactive classes are exactly the two where the halogen sits on an sp2 carbon. That is not a coincidence, and we will unpack it properly in the section on the C–X bond. Keep it as a flag for now: sp2–X means stubborn.
Working: (a) the Cl-bearing carbon touches two other carbons → 2° alkyl halide. (b) the Br sits on a CH2 attached to a ring → benzylic halide. (c) the Br is on a doubly bonded (sp2) carbon → vinylic halide. (d) two chlorines on neighbouring carbons → vic-dichloride. (e) the I-bearing carbon touches three carbons → 3° alkyl halide.
IUPAC Nomenclature Without the Panic
Naming is a mechanical skill, and mechanical skills are the cheapest marks in chemistry. Four rules cover everything CBSE asks.
- Find the longest carbon chain that contains the maximum number of carbon atoms. That chain gives the parent name (ethane, propane, butane…).
- Treat the halogen as a prefix: fluoro, chloro, bromo, iodo. It is never a suffix, so it never gets priority over the chain in naming — but see rule 3 for numbering.
- Number the chain to give the lowest set of locants to all substituents taken together. If two numberings tie, give the lower number to whichever substituent comes first alphabetically.
- List prefixes alphabetically, ignoring multiplying prefixes (di, tri) when alphabetising, and separate numbers from words with hyphens.
Step 2: substituents are bromo and chloro.
Step 3: number from the CH2Br end → Br at C-1, Cl at C-3, locant set {1, 3}. Number from the other end → Cl at C-2, Br at C-4, locant set {2, 4}. Compare at the first point of difference: 1 < 2, so {1, 3} wins.
Step 4: alphabetise — bromo before chloro.
Answer: 1-bromo-3-chlorobutane.
Answer: 1-bromo-2-chloroethane.
Answer: 1-bromo-3-methylbutane.
| Structure | Common name | IUPAC name |
|---|---|---|
| CH3CH2CH2Cl | n-propyl chloride | 1-chloropropane |
| (CH3)2CHBr | isopropyl bromide | 2-bromopropane |
| (CH3)3CCl | tert-butyl chloride | 2-chloro-2-methylpropane |
| CH2Cl2 | methylene chloride | dichloromethane |
| CHCl3 | chloroform | trichloromethane |
| CHI3 | iodoform | triiodomethane |
| CCl4 | carbon tetrachloride | tetrachloromethane |
| C6H5Cl | chlorobenzene | chlorobenzene |
| C6H5CH2Cl | benzyl chloride | (chloromethyl)benzene |
Nature of the Carbon–Halogen Bond
Here is the physics behind everything else. Every halogen is more electronegative than carbon, so the shared pair in C–X sits closer to the halogen. The result is a permanent dipole: the carbon is electron-poor (δ+) and the halogen is electron-rich (δ−). Think of it as a slightly stretched handshake — the two are still joined, but one of them is already leaning towards the door.
Now go down the group. Fluorine is tiny; iodine is large. A large halogen puts its bonding orbital further from the carbon nucleus, so the bond gets longer and weaker.
| Bond | Bond length / pm | Bond enthalpy in CH3–X / kJ mol−1 | Dipole moment of CH3X / D |
|---|---|---|---|
| C–F | 139 | 452 | 1.847 |
| C–Cl | 178 | 351 | 1.860 |
| C–Br | 193 | 293 | 1.830 |
| C–I | 214 | 234 | 1.636 |
The dipole moment column contains a trap. You would predict CH3F to be the most polar, because fluorine is the most electronegative element there is. But dipole moment is charge separation multiplied by distance, and the C–F bond is so short that the small distance cancels part of the large charge separation. The measured order is therefore CH3Cl > CH3F > CH3Br > CH3I, with chloromethane just edging ahead.
Working: the slow step is C–X cleavage. Using the enthalpies above, the energy needed falls 452 → 351 → 293 → 234 kJ mol−1. Less energy needed means a lower activation barrier and a faster reaction.
Answer: CH3F < CH3Cl < CH3Br < CH3I. Quoting even two of those numbers turns a guess into a justified answer.
Preparation of Haloalkanes From Alcohols
Alcohols are the workhorse starting material, because the –OH group is already sitting on the carbon you want to halogenate. The whole job is to persuade a rather unwilling OH− to leave. Four families of reagent do it, and each has a personality worth knowing. If you want to revise how alcohols themselves are made and named first, the Alcohols, Phenols and Ethers chapter pairs naturally with this section.
Route 1 — hydrogen halides. R–OH + HX → R–X + H2O. Tertiary alcohols react with concentrated HCl at room temperature just by shaking. Primary and secondary alcohols are lazier and need anhydrous ZnCl2 alongside concentrated HCl — that mixture is Lucas reagent. Reactivity of the acid runs HI > HBr > HCl, and reactivity of the alcohol runs 3° > 2° > 1°.
Route 2 — phosphorus halides. These are clean and reliable:
- R–OH + PCl5 → R–Cl + POCl3 + HCl
- 3 R–OH + PCl3 → 3 R–Cl + H3PO3
- 3 R–OH + PBr3 → 3 R–Br + H3PO3 (PBr3 generated in the flask from red phosphorus + Br2)
- 3 R–OH + PI3 → 3 R–I + H3PO3 (PI3 generated from red phosphorus + I2)
Why generate PBr3 and PI3 in the flask rather than bottling them? Because they are unstable and awkward to store. Making them on the spot from red phosphorus and the halogen is simply easier chemistry housekeeping.
Route 3 — thionyl chloride, the tidy one. R–OH + SOCl2 → R–Cl + SO2↑ + HCl↑. This is the preferred laboratory method for chlorides, and the reason is beautiful: both by-products are gases. They bubble straight out of the flask, so the alkyl chloride is left behind essentially pure and the equilibrium is dragged forward at the same time. No filtration, no distillation to separate a solid.
Working: PCl5 would work but leaves POCl3, a liquid, mixed with your product — you would have to distil them apart. SOCl2 leaves only SO2 and HCl, both gases at room temperature.
Answer: SOCl2, because the by-products are gaseous and simply leave the reaction mixture, giving a purer product with no separation step.
Working: M(C4H9OH) = 4(12.011) + 10(1.008) + 15.999 = 74.12 g mol−1. Moles = 7.4 ÷ 74.12 = 0.0998 mol. The equation is 1 : 1, so theoretical moles of C4H9Cl = 0.0998 mol. M(C4H9Cl) = 48.044 + 9.072 + 35.45 = 92.57 g mol−1. Theoretical mass = 0.0998 × 92.57 = 9.24 g. At 80% yield: 9.24 × 0.80.
Answer: 7.39 g, i.e. about 7.4 g of 1-chlorobutane.
Preparation From Hydrocarbons: Free Radical Halogenation and Addition to Alkenes
From alkanes — free radical halogenation. Shine ultraviolet light on a mixture of an alkane and a halogen and hydrogen atoms get swapped for halogen atoms:
CH4 + Cl2 —hv→ CH3Cl → CH2Cl2 → CHCl3 → CCl4
Why it works, and why it is a bad lab method: the light splits Cl2 into chlorine radicals, which are indiscriminate. They attack whichever C–H bond they happen to collide with, and they keep going after the first substitution. You end up with a mixture of mono-, di-, tri- and tetra-substituted products that is expensive to separate. Industrially, where the whole mixture is saleable, this is fine. In an exam, the correct comment is always ‘gives a mixture of products, so it is of limited synthetic use’.
From alkenes — adding HX. The π bond is a pool of loose electrons, so it grabs the H+ of an acid readily:
So propene + HBr gives 2-bromopropane, not 1-bromopropane.
The peroxide effect (Kharasch effect). Add an organic peroxide and the mechanism switches from ionic to free-radical, and the orientation flips. Propene + HBr in the presence of benzoyl peroxide gives 1-bromopropane — anti-Markovnikov addition.
From alkenes — adding a halogen. CH2=CH2 + Br2 (in CCl4) → BrCH2CH2Br, a vic-dibromide. The reddish-brown colour of the bromine solution disappears as it reacts, which is exactly why bromine water is the classic bench test for unsaturation.
Working: but-1-ene is CH2=CH–CH2CH3. (a) Ionic path, Markovnikov: H joins C-1 (which already carries two hydrogens), Br joins C-2, and the intermediate is a secondary carbocation — more stable than the primary alternative. (b) Radical path: the bromine radical adds first, and it adds to the terminal carbon because that leaves the more stable secondary radical.
Answer: (a) 2-bromobutane; (b) 1-bromobutane.
Halogen Exchange: Finkelstein and Swarts Reactions
Sometimes the halide you want is hard to make directly, but a different halide is easy. Halogen exchange lets you swap.
Finkelstein reaction — getting to iodides.
R–X + NaI —(dry acetone)→ R–I + NaX (X = Cl, Br)
Swarts reaction — getting to fluorides. Alkyl fluorides are made by heating an alkyl chloride or bromide with a metallic fluoride such as AgF, Hg2F2, CoF2 or SbF3:
CH3–Br + AgF → CH3–F + AgBr
Keep the board definition narrow: the Swarts reaction converts an alkyl chloride or alkyl bromide into the corresponding alkyl fluoride. Polyhalogen compounds such as freons are discussed separately later in this chapter.
Working: going straight to the iodide with HI is possible but messy. A cleaner two-step route: (1) propan-1-ol + SOCl2 → 1-chloropropane + SO2 + HCl; (2) 1-chloropropane + NaI in dry acetone → 1-iodopropane + NaCl↓.
Answer: SOCl2 first, then a Finkelstein exchange with NaI in dry acetone. The precipitated NaCl drives step 2 to completion.
Preparation of Haloarenes: Electrophilic Substitution and Sandmeyer
Route 1 — direct halogenation of benzene. Benzene will not react with chlorine on its own; the halogen molecule is not electrophilic enough. A Lewis acid ‘halogen carrier’ fixes that by polarising the Cl–Cl bond:
C6H6 + Cl2 —(anhydrous FeCl3)→ C6H5Cl + HCl
Bromination works the same way with anhydrous FeBr3 or iron filings. The catalysts here are transition-metal Lewis acids, and if you want the underlying reason d-block ions are so good at this job, the d- and f-Block Elements notes on transition metal catalysis covers it.
Iodination is different. The reaction with iodine is reversible — the HI produced simply reduces the aryl iodide straight back to benzene. The fix is to add an oxidising agent such as HNO3 or HIO4 to destroy the HI as it forms. Aryl fluorides cannot be made this way at all; direct fluorination is far too violent to control.
Route 2 — from diazonium salts (the reliable one). Start from an aromatic amine. Treat it with nitrous acid at 273–278 K (that is 0–5 °C, made in the flask from NaNO2 and HCl) to make a diazonium salt:
C6H5NH2 —(NaNO2 + HCl, 273–278 K)→ C6H5N2+Cl−
The –N2+ group is the best leaving group in organic chemistry, because it departs as harmless nitrogen gas. Now you can install almost any halogen:
| Reagent on the diazonium salt | Product | Name of the reaction |
|---|---|---|
| Cu2Cl2 / HCl | C6H5Cl + N2 | Sandmeyer reaction |
| Cu2Br2 / HBr | C6H5Br + N2 | Sandmeyer reaction |
| Copper powder / HCl or HBr | C6H5Cl or C6H5Br | Gattermann reaction |
| KI (no copper needed) | C6H5I + N2 | direct iodination of the diazonium salt |
| HBF4, then warm the dry salt | C6H5F + N2 + BF3 | Balz–Schiemann reaction |
Working: the diazonium ion needs a one-electron push to lose N2 and generate an aryl radical; the copper(I) ion supplies that electron and is regenerated afterwards, so it behaves as a catalyst. Plain HCl provides chloride but no electron transfer, so the diazonium salt just sits there or decomposes to phenol.
Answer: Cu(I) acts as the electron-transfer catalyst. Copper’s ability to shuttle between +1 and +2 is exactly the redox flexibility discussed in the Coordination Compounds chapter.
Working: diazotise first, then swap. (1) 4-methylaniline + NaNO2/HCl at 273–278 K → 4-methylbenzenediazonium chloride. (2) Warm with Cu2Br2/HBr → 4-bromotoluene + N2.
Answer: a Sandmeyer reaction. Direct bromination of toluene would give a mixture of the 2- and 4-isomers; here the position is fixed in advance by where the amino group sat.
Physical Properties: Boiling Point, Density and Solubility
Pure haloalkanes are colourless liquids, though bromides and iodides slowly darken in the light as traces of halogen are released. Many are sweet-smelling. Beyond that, three properties get examined, and all three come from the same two forces: the permanent dipole of C–X, and London dispersion forces that grow with molecular size.
Boiling point. A haloalkane always boils higher than the alkane it came from, for two reasons stacked together: the molecule is now polar so there are dipole–dipole attractions, and it is now much heavier with a bigger, more polarisable electron cloud so the dispersion forces are stronger too.
- Same alkyl group, different halogen: R–I > R–Br > R–Cl > R–F. Iodine has the largest, softest electron cloud, so dispersion forces are strongest.
- Same halogen, longer chain: boiling point rises steadily, because a longer molecule has more surface in contact with its neighbours.
- Branching lowers the boiling point. A branched molecule is more spherical, so less of its surface can touch a neighbour. Among the C4H9Br isomers, n-butyl bromide boils highest (about 375 K) and tert-butyl bromide lowest (about 346 K).
Density. Density rises with the number of carbons, the number of halogen atoms, and the atomic mass of the halogen. So for the same alkyl group, R–I > R–Br > R–Cl. Bromo, iodo and polychloro compounds are denser than water — which is why a layer of chloroform sits at the bottom of a separating funnel, not the top.
Solubility. Haloalkanes are only very slightly soluble in water. To dissolve, a haloalkane would have to break the hydrogen bonds holding water molecules to each other, and break its own dipole–dipole attractions. The new haloalkane–water attractions released less energy than that costs, so the process is not favourable. They dissolve happily in organic solvents, where the forces being broken and made are of a similar kind.
Working: 1-bromopropane is the shortest chain, so it is lowest. The remaining three are all C4H9Br isomers, so molecular mass is identical and only shape decides. 2-bromo-2-methylpropane is the most branched (nearly spherical) → lowest of the three; 1-bromo-2-methylpropane has one branch; 1-bromobutane is a straight chain → highest.
Answer: 1-bromopropane < 2-bromo-2-methylpropane < 1-bromo-2-methylpropane < 1-bromobutane.
Nucleophilic Substitution: The SN1 and SN2 Mechanisms
This is the heart of the chapter. A nucleophile is any species with a lone pair or a negative charge that is looking for a positive centre — OH−, CN−, NH3, RO−, and so on. In R–X the carbon is already δ+, so the nucleophile aims there, the halogen leaves with the bonding pair, and you have swapped one group for another.
Here is the entire product list CBSE expects. Learn it as a table, not as sentences.
| Reagent | Product | Class of product |
|---|---|---|
| aqueous KOH (or moist Ag2O) | R–OH | alcohol |
| NaOR′ | R–O–R′ | ether (Williamson synthesis) |
| NaI in dry acetone | R–I | alkyl iodide (Finkelstein) |
| KCN | R–C≡N | alkyl cyanide (nitrile) |
| AgCN | R–N≡C | alkyl isocyanide |
| KNO2 | R–O–N=O | alkyl nitrite |
| AgNO2 | R–NO2 | nitroalkane |
| NH3 (excess) | R–NH2 | primary amine |
| R′COOAg | R′COOR | ester |
| LiAlH4 | R–H | alkane |
Now the mechanisms. There are only two, and they differ in one thing: whether the halogen leaves before or during the nucleophile’s attack.
SN2 — substitution, nucleophilic, bimolecular. One single step. The nucleophile comes in from the side directly opposite the halogen (the ‘back door’, because the halogen’s own electron cloud blocks the front) and pushes the halogen out as it arrives. For a moment the carbon is bonded to five things at once in a transition state; then the old bond is fully gone and the new one fully formed.
- Rate = k[R–X][Nu−] — second order, because both partners appear in the one and only step.
- No intermediate is ever isolated; there is a transition state, not a carbocation.
- Reactivity: CH3X > 1° > 2° > 3°. Bulky groups physically block the back door.
- Favoured by a strong, concentrated nucleophile and a polar aprotic solvent such as acetone.
SN1 — substitution, nucleophilic, unimolecular. Two steps. First the C–X bond breaks all by itself (slow, rate-determining), leaving a flat, positively charged carbocation. Then the nucleophile attacks that carbocation (fast).
- Rate = k[R–X] — first order. The nucleophile does not appear in the rate law at all, because it is not involved until after the slow step. If the rate-law language feels shaky, the Chemical Kinetics chapter on rate laws and order of reaction is the place to firm it up.
- Reactivity: 3° > 2° > 1° > CH3X, exactly the reverse of SN2, because more alkyl groups stabilise the carbocation.
- Allylic and benzylic halides react fastest of all, because their carbocations are stabilised by resonance with the neighbouring π system.
- Favoured by a polar protic solvent such as water or ethanol, which surrounds and stabilises the ions as they separate — the same solvation idea you met when ionic conductance was explained in the Electrochemistry chapter.
Team TWO pushes through the back door and turns the umbrella inside out. SN2: two molecules must meet in the slow step, the nucleophile attacks from behind, and the three remaining groups get swept backwards like an umbrella in a gale — inversion. Roomy methyl and 1° carbons prefer this.
One line to carry into the hall: “Crowded is lonely; roomy works as a team.”
Working: the nucleophile is absent from the rate law, so it plays no part in the slow step. That is the signature of SN1, where the slow step is the unaided ionisation of C–Br. SN1 is preferred by substrates that give a stable carbocation.
Answer: the reaction is SN1 and the substrate is very likely tertiary (or allylic/benzylic).
Working: (a) primary substrate (roomy, back door open) + strong nucleophile + polar aprotic solvent — every factor points one way. (b) tertiary substrate (back door blocked, carbocation very stable) + weak nucleophile + polar protic solvent — again all factors agree.
Answer: (a) SN2, giving propanenitrile; (b) SN1, giving 2-methylpropan-2-ol.
Working: SN2 depends on how easily the nucleophile reaches the back of the carbon, so less substitution means faster. Count the alkyl groups on the C–Br carbon: bromomethane 0, 1-bromobutane 1, 2-bromobutane 2, 2-bromo-2-methylpropane 3.
Answer: bromomethane > 1-bromobutane > 2-bromobutane > 2-bromo-2-methylpropane.
Picture the SN2 transition state: the nucleophile approaches from the side opposite the leaving group. Both the incoming nucleophile–carbon bond and the carbon–leaving-group bond are only partly formed or broken at that instant. As one bond forms and the other breaks, the three unchanged groups turn through to give inversion of configuration.
Stereochemistry: Retention, Inversion and Racemisation
A carbon carrying four different groups has no plane of symmetry. Its mirror image cannot be superimposed on it, exactly like your left and right hands — hence the word chiral, from the Greek for hand. The two non-superimposable forms are enantiomers.
Enantiomers are chemically identical in every ordinary test, but they rotate the plane of plane-polarised light by equal angles in opposite directions. The one that rotates it clockwise is dextrorotatory, written (+) or d; the anticlockwise one is laevorotatory, written (−) or l. A 50:50 mixture of the two is a racemic mixture: the rotations cancel exactly, so the sample is optically inactive. That cancellation is the whole point of the word.
Inversion (Walden inversion) — the arrangement is turned inside out because the nucleophile arrives opposite the departing halogen. This is the SN2 signature.
Racemisation — both configurations form because a planar intermediate can be attacked from either face. An exactly equal mixture is racemic and optically inactive; in practice, shielding by the departing group can make inversion slightly greater than retention. Formation of both configurations is the SN1 signature.
Working: the chiral centre is C-2. The reaction replaces the OH on C-1, so no bond to C-2 is ever broken. The spatial arrangement at C-2 therefore survives untouched.
Answer: no — this is retention of configuration. The change of sign from (−) to (+) is a red herring: the direction of rotation is a measured property of the whole molecule, not a label for the arrangement in space.
Working: SN2 forces backside attack, so every single molecule that reacts is inverted. There is no way for a molecule to react with retention on this pathway.
Answer: (+)-octan-2-ol, formed with complete inversion of configuration. The product is optically active, and essentially 100% of one enantiomer.
Working: the slow step gives a planar carbocation. Water can attack from either face, so products of both retention and inversion form. The simplified board model shows complete racemisation; in a real ion pair, the departing bromide can partly shield one face, so inversion may be slightly greater than retention.
Answer: expect racemisation, often accompanied by some excess inversion. A perfectly racemic 50:50 mixture is optically inactive because the equal and opposite rotations cancel.
Working: optical purity (enantiomeric excess) = observed ÷ pure = 3.4 ÷ 13.6 = 0.25, i.e. 25%. That 25% is pure single enantiomer; the rest of the sample must be the 50:50 racemic part.
Answer: the sample is 25% optically pure, so 75% of it is a racemic mixture — the reaction went mostly, but not entirely, through a planar carbocation.
Elimination Reactions and the Saytzeff Rule
Substitution is not the only thing a nucleophile can do. A base can instead pull off a hydrogen from the carbon next door to the one holding the halogen. The electrons left behind swing in to form a π bond, and the halide departs. Because the hydrogen comes from the β-carbon, this is called β-elimination or dehydrohalogenation.
CH3–CH2–CH2–Br + KOH (alcoholic) → CH3–CH=CH2 + KBr + H2O
Which alkene forms when there is a choice? If the halide has β-hydrogens on more than one side, two different alkenes are possible, and Saytzeff’s rule tells you which dominates.
Memory device: “S for Saytzeff, S for Stuffed.” The major alkene is the stuffed one, the one with the most alkyl groups packed around the C=C. Or, if you prefer it as a slogan: the double bond goes where the crowd already is.
Working: CH3–CHBr–CH2–CH3. There are β-hydrogens on C-1 (a CH3 with three H) and on C-3 (a CH2 with two H). Removing from C-3, the carbon with fewer hydrogens, gives but-2-ene, whose C=C carries two alkyl groups. Removing from C-1 gives but-1-ene, whose C=C carries only one.
Answer: but-2-ene is the major product and but-1-ene the minor one.
Working: the structure is (CH3)2CBr–CH2–CH3. β-hydrogens are available on the two methyl groups and on the CH2. Taking a hydrogen from the CH2 gives 2-methylbut-2-ene, with three alkyl groups on the double bond. Taking one from a methyl gives 2-methylbut-1-ene, with only two.
Answer: 2-methylbut-2-ene is the major product — more substituted, therefore more stable.
Reaction With Metals: Grignard Reagents and the Wurtz Reaction
Grignard reagents. Magnesium metal inserts itself into the C–X bond in dry ether:
R–X + Mg —(dry ether)→ R–Mg–X (an alkyl magnesium halide)
Something remarkable has happened to the polarity. Carbon is more electronegative than magnesium, so the C–Mg bond is polarised the other way round — the carbon is now δ−. A carbon atom that carries negative charge behaves almost like a carbanion, which makes the Grignard reagent one of the most useful reactive species in all of organic chemistry.
Working: traces of water on the glass react with C2H5MgBr as fast as it forms. The strongly basic δ− carbon takes a proton from water: C2H5MgBr + H2O → C2H6 + Mg(OH)Br.
Answer: the moisture protonated the Grignard reagent, giving ethane. This is why the reaction is always run in dry ether under anhydrous conditions.
Wurtz reaction. Two molecules of an alkyl halide are stitched together by sodium in dry ether:
2 R–X + 2 Na —(dry ether)→ R–R + 2 NaX
This doubles the carbon chain, so it always produces an alkane with an even number of carbon atoms when you start from a single halide. Two ethyl bromides give butane; two methyl iodides give ethane.
Working: propane has three carbons, an odd number, so it cannot come from coupling two identical halides. Mixing two different halides does give some CH3–C2H5 (propane), but it also gives CH3–CH3 (ethane) and C2H5–C2H5 (butane), because the couplings are random.
Answer: not usefully. The Wurtz reaction is only practical for symmetrical alkanes; with a mixture of halides you get three products of similar boiling point that are painful to separate.
Why Haloarenes Resist Nucleophilic Substitution
Chlorobenzene and chloroethane look like cousins on paper. In the flask they behave nothing alike. Boil chloroethane with aqueous NaOH and you get ethanol in minutes. Boil chlorobenzene with aqueous NaOH and… nothing happens. To get phenol out of chlorobenzene industrially you need 623 K and 300 atmospheres. Something is holding that chlorine on very tightly. There are four reasons, and a good answer names at least three.
S for sp2. The carbon holding X in a haloarene is sp2, with 33% s-character, against sp3 and 25% in a haloalkane. More s-character means the electrons sit closer to the nucleus, so the bond is shorter and stronger again. Measured C–Cl lengths: 169 pm in chlorobenzene against 177 pm in chloromethane.
P for Phenyl cation. An SN1 route would need a phenyl cation, and that cation gets no resonance stabilisation at all — so the SN1 door is bolted shut.
And a fourth for good measure: the π electron cloud above and below the ring repels an approaching electron-rich nucleophile.
Say it as “rock–scissors–paper: Resonance, sp2, Phenyl cation” and you will not forget the three-mark answer.
Read the resonance argument as a sequence: a lone pair on chlorine overlaps with the benzene-ring π system; electron density is delocalised to the two ortho positions and then the para position; returning the electrons restores the neutral chlorobenzene form. These contributing structures explain the partial double-bond character of the C–Cl bond.
So how do you ever do it? Two ways.
(a) Brute force. Chlorobenzene + NaOH at 623 K and 300 atm gives sodium phenoxide, and acidifying that gives phenol. This is the Dow process. The phenol chemistry that follows is covered in the Alcohols, Phenols and Ethers chapter.
(b) Persuasion — put electron-withdrawing groups on the ring. A nitro group at the ortho or para position transforms the situation. Once the nucleophile has added, a negative charge sits on the ring; a nitro group at ortho or para can pull that charge onto its own oxygen atoms by resonance, stabilising the intermediate enormously.
| Compound | Conditions needed to give the phenol | Comment |
|---|---|---|
| Chlorobenzene | 623 K, 300 atm NaOH | the halogen is extremely reluctant to go |
| 4-nitrochlorobenzene | warm dilute NaOH, 443 K | one activating group already helps a great deal |
| 2,4-dinitrochlorobenzene | warm aqueous NaOH, about 368 K | two groups, far milder conditions |
| 2,4,6-trinitrochlorobenzene | just warm water | gives picric acid; the ring is now hugely activated |
Working: when the nucleophile adds, the negative charge is spread over the carbons ortho and para to the point of attack. A nitro group at the ortho or para position sits exactly on one of those carbons, so it can drain the charge away by resonance. A nitro group at the meta position does not sit on a charge-bearing carbon, so it can only offer a weak inductive pull.
Answer: only ortho and para nitro groups can stabilise the negatively charged intermediate by resonance; a meta nitro group cannot, so it barely activates the ring.
Working: count the electron-withdrawing groups sitting at ortho or para positions relative to the C–Cl carbon: 0, 2, 1, 3 respectively. More such groups means a more stabilised intermediate and a faster reaction.
Answer: chlorobenzene < 4-nitrochlorobenzene < 2,4-dinitrochlorobenzene < 2,4,6-trinitrochlorobenzene.
Electrophilic Substitution in Haloarenes
Nucleophiles get nowhere with haloarenes, but electrophiles do react — the ring is still a pool of π electrons. The halogen does two apparently contradictory things at once, and the exam loves this contradiction.
But the halogen also has lone pairs, and its +R (resonance) effect pushes electron density back into the ring — and resonance can only deliver that density to the ortho and para positions, never to meta. So although every position is worse off than in benzene, ortho and para are less badly off than meta. The incoming electrophile therefore still goes ortho and para.
One line: the halogen slows the whole ring down, but it decides where the traffic that does get through will park.
Because the halogen is bulky, the para product usually dominates over the ortho — there is simply less crowding at the far end of the ring.
| Reaction | Reagent and conditions | Products from chlorobenzene |
|---|---|---|
| Halogenation | Cl2, anhydrous FeCl3 | 1,2-dichlorobenzene + 1,4-dichlorobenzene (para major) |
| Nitration | conc. HNO3 + conc. H2SO4 | 2-nitrochlorobenzene + 4-nitrochlorobenzene (para major) |
| Sulphonation | conc. H2SO4 | 2- and 4-chlorobenzenesulphonic acid (para major) |
| Friedel–Crafts alkylation | CH3Cl, anhydrous AlCl3 | 2- and 4-chlorotoluene (para major) |
| Friedel–Crafts acylation | CH3COCl, anhydrous AlCl3 | 2- and 4-chloroacetophenone (para major) |
Working: the nitro group has no lone pair to donate; it is purely electron-withdrawing, so all three positions are deactivated and meta — the least deactivated — wins. Chlorine has three lone pairs, and its resonance donation is aimed specifically at ortho and para. The −I effect lowers the whole ring; the +R effect then lifts ortho and para back up relative to meta.
Answer: the two effects act on different things. The −I effect controls the rate (slower than benzene, hence deactivating), while the +R effect controls the position (ortho and para).
Working: the first electrophilic substitution on benzene gives chlorobenzene, A. The chlorine already present is ortho/para directing, and the para position is less hindered, so the second chlorine goes mainly para.
Answer: A = chlorobenzene; B = 1,4-dichlorobenzene as the major product, with 1,2-dichlorobenzene as a minor product.
Fittig and Wurtz–Fittig Reactions
Sodium in dry ether joins carbon chains, and it will do the same job on aromatic rings. Two closely related name reactions come out of this, and telling them apart is worth easy marks.
Fittig reaction — two aryl halides couple to give a biaryl:
2 C6H5Cl + 2 Na —(dry ether)→ C6H5–C6H5 (biphenyl) + 2 NaCl
Wurtz–Fittig reaction — an aryl halide and an alkyl halide couple to give an alkylbenzene:
C6H5Cl + CH3Cl + 2 Na —(dry ether)→ C6H5–CH3 (toluene) + 2 NaCl
Working: one partner is aromatic and one is aliphatic, so this is the hyphenated case.
Answer: the Wurtz–Fittig reaction, giving ethylbenzene (C6H5–CH2CH3) together with sodium bromide.
Polyhalogen Compounds and Their Environmental Story
Compounds with more than one halogen have been enormously useful and, in several cases, enormously damaging. This section is short on mechanism and long on consequence — and it is very commonly examined, because it is where chemistry meets everyday life.
| Compound | Main uses | Hazards and environmental effects |
|---|---|---|
| Dichloromethane, CH2Cl2 (methylene chloride) | Paint remover, aerosol propellant, process solvent in the manufacture of medicines, metal cleaning and finishing | High concentrations in air impair vision and hearing; direct skin contact causes intense burning; toxic in large doses |
| Trichloromethane, CHCl3 (chloroform) | Solvent for fats, waxes, resins and rubber; once used as an inhalation anaesthetic; today mostly used to manufacture the refrigerant R-22 | Vapour depresses the central nervous system — dizziness, headache, unconsciousness; damages the liver and kidneys on long exposure |
| Triiodomethane, CHI3 (iodoform) | Formerly a wound antiseptic, because it slowly liberates free iodine | Its objectionable smell led to it being replaced by other iodine formulations |
| Tetrachloromethane, CCl4 | Solvent, dry-cleaning and spot-removing fluid, feedstock for refrigerants and propellants, once used in fire extinguishers | Damages the liver, causes nausea and dizziness; released into the air it depletes the ozone layer, increasing ultraviolet exposure, skin cancer and eye disease |
| Freons (chlorofluorocarbons), e.g. Freon-12, CCl2F2 | Refrigerant in refrigerators and air conditioners, aerosol propellant — chosen because they are unreactive, non-corrosive and easily liquefied | Chemically inert, so they drift unchanged into the stratosphere, where ultraviolet light snaps C–Cl bonds and releases chlorine radicals that destroy ozone catalytically |
| DDT, C14H9Cl5 | The first chlorinated organic insecticide; used against malaria-carrying mosquitoes and typhus-carrying lice | Insects developed resistance; being highly fat-soluble it is not metabolised quickly and accumulates in fatty tissue up the food chain; toxic to fish |
2 CHCl3 + O2 —(light)→ 2 COCl2 + 2 HCl
The dark glass keeps out the light and filling to the brim leaves no air space, removing both requirements at once. About 1% ethanol is added as well, which converts any phosgene that does form into harmless ethyl carbonate.
Working: the air gap supplies oxygen and the sunlight supplies the energy, so the two conditions for photo-oxidation are both met.
Answer: chloroform is oxidised to the highly poisonous gas phosgene: 2 CHCl3 + O2 → 2 COCl2 + 2 HCl. The bottle should be dark-coloured, filled completely, and contain about 1% ethanol as a preservative.
Working: (1) because CCl2F2 is chemically inert, nothing in the lower atmosphere destroys it, so it survives long enough to diffuse up into the stratosphere. (2) There, high-energy ultraviolet light breaks a C–Cl bond and releases a chlorine radical. (3) That radical destroys ozone and is regenerated afterwards, so a single chlorine atom goes on to destroy many ozone molecules.
Answer: its unreactivity is precisely the problem — it lets the molecule reach the stratosphere intact, where ultraviolet light turns it into a catalytic ozone-destroying radical.
Working: reason one is biological — populations of insects that survived exposure passed on their resistance, so the same dose stopped working. Reason two is a direct consequence of its structure: with five chlorine atoms and two aromatic rings it is extremely fat-soluble and very poorly water-soluble, so animals cannot excrete it. It is stored in fatty tissue and concentrates further at each step up the food chain.
Answer: insect resistance, and bioaccumulation in fatty tissue arising from its very high fat solubility, which also makes it toxic to fish and to animals higher up the chain.
Haloalkanes and Haloarenes Name Reactions List for Quick Revision
Print this table, stick it above your desk, and test yourself on it every second day. Almost every ‘name the reaction’ question in the paper comes from these rows.
| Name reaction | What it does | Reagents and conditions |
|---|---|---|
| Finkelstein | R–Cl or R–Br → R–I | NaI in dry acetone |
| Swarts | R–Cl or R–Br → R–F | AgF, Hg2F2, CoF2 or SbF3, heat |
| Sandmeyer | ArN2+X− → Ar–Cl or Ar–Br | Cu2Cl2/HCl or Cu2Br2/HBr |
| Gattermann | ArN2+X− → Ar–Cl or Ar–Br | Copper powder with HCl or HBr |
| Balz–Schiemann | ArN2+ → Ar–F | HBF4, then warm the dry diazonium fluoroborate |
| Wurtz | 2 R–X → R–R | Sodium in dry ether |
| Fittig | 2 Ar–X → Ar–Ar | Sodium in dry ether |
| Wurtz–Fittig | Ar–X + R–X → Ar–R | Sodium in dry ether |
| Williamson synthesis | R–X → ether | Sodium alkoxide, NaOR′ |
| Markovnikov addition | Alkene + HX → the more substituted halide | HX, no peroxide |
| Peroxide (Kharasch) effect | Alkene + HBr → the less substituted bromide | HBr with an organic peroxide — HBr only |
| Saytzeff rule | Predicts the major alkene in elimination | Alcoholic KOH, heat |
| Walden inversion | The configuration flip in every SN2 reaction | Strong nucleophile, polar aprotic solvent |
| Grignard formation | R–X → R–MgX | Magnesium turnings in dry ether |
| Dow process | Chlorobenzene → phenol | NaOH at 623 K and 300 atm, then acidify |
Haloalkanes and Haloarenes Class 12 Important Questions With Solved Examples
Two full-length answers written the way you should write them in the hall — stating the rule, applying it, and finishing with a clear conclusion. Notice how short they are. Marks come from precision, not from length.
Model answer: (1) In chlorobenzene a lone pair on chlorine is delocalised into the ring, so the C–Cl bond acquires partial double bond character and becomes shorter and stronger — 169 pm against 177 pm in chloromethane. (2) The carbon bearing chlorine is sp2 hybridised, with greater s-character than the sp3 carbon of chloroethane, which shortens and strengthens the bond further. (3) An SN1 route is unavailable because the phenyl cation it would require is not resonance stabilised. Together these make the C–Cl bond in chlorobenzene very difficult to break.
Model answer: The mechanism is SN1. In the slow, rate-determining step the C–X bond ionises to give a planar carbocation, so the original three-dimensional arrangement is lost. Water can attack that planar carbocation from either face, producing both configurations. In this sample their rotations cancel, so the product is racemic and optically inactive. The rate law is rate = k[R–X], first order overall, since the nucleophile takes no part in the slow step.
Practice Worksheet
Ten questions, written fresh for this page. Attempt each one on paper before you open the answer — the reveal is only useful after you have committed to something. Give yourself 40 minutes.
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Answer: 1-bromo-3-methylbutane.
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Answer: bromobenzene < 1-bromobutane < 2-bromobutane < 2-bromo-2-methylpropane.
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Answer: (a) KCN gives propanenitrile, CH3CH2–C≡N (ethyl cyanide). (b) AgCN gives ethyl isocyanide, CH3CH2–N≡C.
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Answer: pent-2-ene is the major product (disubstituted C=C) and pent-1-ene the minor product (monosubstituted C=C). The rule is Saytzeff’s rule.
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Answer: (a) propan-2-ol, CH3CH(OH)CH3, by nucleophilic substitution. (b) propene, CH3CH=CH2, by β-elimination.
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Reason 2 — hybridisation. The carbon bearing chlorine is sp2 in chlorobenzene (about 33% s-character) but sp3 in chloromethane (25% s-character). Greater s-character holds the bonding electrons closer to the nucleus, shortening the bond.
Consequence: the shorter, stronger bond is a large part of why haloarenes resist nucleophilic substitution.
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Working: M(butan-1-ol) = 4(12.011) + 10(1.008) + 15.999 = 74.12 g mol−1. Moles = 7.4 ÷ 74.12 = 0.0998 mol. The stoichiometry is 1 : 1, so theoretical moles of 1-chlorobutane = 0.0998 mol. M(C4H9Cl) = 48.044 + 9.072 + 35.45 = 92.57 g mol−1. Theoretical mass = 0.0998 × 92.57 = 9.24 g. Actual = 9.24 × 0.80.
Answer: 7.39 g, i.e. about 7.4 g.
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Interpretation: substantial racemisation means most molecules passed through a planar carbocation, so the reaction is largely SN1. The 25% excess of one enantiomer shows a competing SN2 pathway (or attack before the leaving group had fully departed) was also operating.
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B = 1,4-dichlorobenzene (para), with 1,2-dichlorobenzene as a minor product.
Why: the chlorine already on the ring is deactivating (its −I effect drains the ring) but ortho/para directing, because its +R effect can only push electron density to the ortho and para positions. Between those two, the bulky chlorine sterically hinders the ortho positions, so the para product dominates.
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(b) The Wurtz reaction joins two alkyl groups, so from a single halide it can only give an alkane with an even number of carbon atoms; propane has three. Using a mixture of iodomethane and iodoethane does produce some propane, but also ethane and butane in comparable amounts, and the three have similar boiling points, so the yield of pure propane is poor.
One Last Thing
You will not master this chapter in one sitting, and you are not supposed to. Kaizen — steady, unglamorous improvement — beats heroic all-nighters every single time. Tomorrow, aim for exactly one more correct answer than you managed today. One extra name reaction recalled without looking. One more Saytzeff call made confidently. One more mechanism written without hesitating over which order goes with which.
Do that for a fortnight and you will not have to revise this chapter before the exam — you will simply know it. Come back to this page whenever a doubt surfaces, redo the worksheet cold, and keep the running total going in your own favour. That is the whole method.
Build the chapter sequence: revise Solutions, strengthen redox and conductance ideas with Electrochemistry, and practise rate-law reasoning in Chemical Kinetics.

