Class 12 Haloalkanes and Haloarenes — Substitution Reactions Made Clear
The haloalkanes chapter is where organic chemistry stops being a list of names and starts being a set of rules you can actually apply. Almost every question in this chapter reduces to one skill: given a halide and a reagent, name the product. Once you can do that reliably, the conversions, the reasoning questions and the mechanism questions all become easier. This guide gives you every substitution product with a balanced equation, explains why haloarenes behave so differently, and works through calculations you may be asked to attach to these reactions.
The general reaction
A halogen atom bonded to carbon is a leaving group. The carbon carrying it is slightly positive, so an electron-rich species — a nucleophile — attacks that carbon and pushes the halide out.
What each symbol means:
- R — an alkyl group (or, in haloarenes, an aryl ring).
- X — F, Cl, Br or I. It leaves carrying the bonding pair, so it becomes X⁻.
- Nu⁻ — the nucleophile: OH⁻, CN⁻, NH₃, R'O⁻, NO₂⁻ and so on. It must have a lone pair or a negative charge.
Two facts control everything in this chapter. First, the C–X bond enthalpy falls in the order C–F > C–Cl > C–Br > C–I, so the reactivity of the halides towards substitution rises in the order R–F < R–Cl < R–Br < R–I. Second, the carbon must be sp³ and free to be attacked. In haloarenes it is sp², and that single change shuts most of this chemistry down.
Every product you are expected to know
Learn this as a table, not as scattered equations. The reagent decides the product, and in three cases the counter-ion decides it too.
| Reagent | Product from R–X | Class of compound |
|---|---|---|
| KOH (aqueous) | R–OH | Alcohol |
| KOH (alcoholic), heat | alkene | Elimination, not substitution |
| NaOR′ (Williamson) | R–O–R′ | Ether |
| KCN (aqueous ethanol) | R–C≡N | Nitrile (cyanide) |
| AgCN | R–N⁺≡C⁻ | Isocyanide (carbylamine) |
| KNO₂ | R–O–N=O | Alkyl nitrite |
| AgNO₂ | R–NO₂ | Nitroalkane |
| NH₃ (excess, sealed tube) | R–NH₂ | Primary amine (mixture forms) |
| R′COOAg | R′COOR | Ester |
| NaI in dry acetone | R–I | Finkelstein reaction |
| AgF, Hg₂F₂, CoF₂ or SbF₃ | R–F | Swarts reaction |
| Na in dry ether | R–R | Wurtz reaction (coupling) |
Balanced examples, atom by atom:
CH₃CH₂Br + KCN → CH₃CH₂CN + KBr
CH₃CH₂Cl + NaI —(dry acetone)→ CH₃CH₂I + NaCl
CH₃CH₂Br + CH₃ONa → CH₃CH₂OCH₃ + NaBr
2 CH₃CH₂Br + 2 Na → CH₃CH₂CH₂CH₃ + 2 NaBr
Check the last one: the left side has 4 C, 10 H, 2 Br and 2 Na; the right side has butane (4 C, 10 H) plus 2 NaBr (2 Na, 2 Br). It balances. Get into the habit of counting like this — examiners deduct for unbalanced equations even when the organic product is right.
Ambident nucleophiles — the KCN/AgCN trap
An ambident nucleophile has two different atoms that can attack. The cyanide ion can attack through carbon or through nitrogen.
- KCN is largely ionic. The free CN⁻ attacks through carbon, because a C–C bond is stronger than a C–N bond. Product: a nitrile.
- AgCN is largely covalent. The carbon is tied up with silver, so only the nitrogen lone pair is available. Product: an isocyanide.
The nitrite ion behaves the same way: KNO₂ gives the alkyl nitrite (attack through O), AgNO₂ gives the nitroalkane (attack through N). Remember the pattern as "silver gives the nitrogen product" for both pairs.
Which mechanism, SN1 or SN2?
For Class 12 you mainly need to predict which pathway a substrate prefers, and what that means for the stereochemistry of the product.
| Feature | SN2 | SN1 |
|---|---|---|
| Steps | One (concerted) | Two, via a carbocation |
| Rate depends on | Halide and nucleophile | Halide only |
| Favoured by | CH₃X > 1° > 2° > 3° | 3° > 2° > 1° > CH₃X |
| Stereochemistry | Inversion of configuration | Largely racemisation |
| Why | Backside attack needs an uncrowded carbon | Needs a stable carbocation |
The two orders are exact opposites, and that is not a coincidence: bulky groups block a backside attack but stabilise a carbocation. Allylic and benzylic halides are the exception that proves the rule — they are unusually reactive by SN1 because their carbocations are resonance-stabilised. For the full mechanism with energy profiles, see our separate article on SN1 vs SN2.
Why haloarenes refuse to react
Chlorobenzene and chloroethane look similar on paper. In the laboratory they are worlds apart: chlorobenzene ignores aqueous KOH completely. Four reasons, all worth writing in an answer:
- Resonance. A lone pair on the halogen delocalises into the ring, giving the C–X bond partial double-bond character. A double bond is much harder to break.
- Hybridisation. The ring carbon is sp² (33% s character) instead of sp³ (25%). The sp² orbital is smaller and holds the halogen closer and more tightly.
- Unstable intermediate. An SN1 route would need a phenyl cation, which cannot be stabilised by the ring's π system. It simply does not form under ordinary conditions.
- Repulsion. The π electron cloud of the ring repels the approaching electron-rich nucleophile.
Force the reaction and it does happen. In the Dow process, chlorobenzene is heated with aqueous NaOH at about 623 K and 300 atm:
C₆H₅ONa + H⁺ → C₆H₅OH (phenol)
In practice excess NaOH neutralises the HCl formed. The reaction becomes far easier when strongly electron-withdrawing groups sit ortho or para to the halogen: they pull electron density away and stabilise the intermediate. So 4-nitrochlorobenzene needs milder conditions than chlorobenzene, and 2,4-dinitrochlorobenzene reacts with warm aqueous NaOH. A nitro group at the meta position gives no such help — the negative charge in the intermediate never reaches that carbon.
One more contrast students mix up: towards electrophilic substitution, halogens are deactivating but ortho/para directing. The −I effect slows the whole ring down, while the +R effect still puts extra electron density specifically at the ortho and para positions. Both statements are true at the same time.
Worked example 1 — Finkelstein reaction and percentage yield
Question. 9.26 g of 1-chlorobutane is refluxed with excess NaI in dry acetone. 15.6 g of 1-iodobutane is isolated. Find the percentage yield.
Step 1 — the balanced equation.
C₄H₉Cl + NaI → C₄H₉I + NaCl (1 mol gives 1 mol)
Step 2 — molar masses (C = 12.011, H = 1.008, Cl = 35.45, I = 126.904 g/mol):
M(C₄H₉Cl) = 4(12.011) + 9(1.008) + 35.45 = 48.044 + 9.072 + 35.45 = 92.57 g/mol
M(C₄H₉I) = 48.044 + 9.072 + 126.904 = 184.02 g/mol
Step 3 — moles of the limiting reactant.
n = 9.26 ÷ 92.57 = 0.1000 mol (NaI is in excess, so the chloride limits)
Step 4 — theoretical mass of product.
0.1000 mol × 184.02 g/mol = 18.40 g
Step 5 — percentage yield.
(15.6 ÷ 18.40) × 100 = 84.8%
Why this reaction works at all: NaCl is almost insoluble in dry acetone while NaI dissolves, so NaCl precipitates out and drags the equilibrium forward. That is the whole point of specifying "dry acetone" — it is not decoration.
Worked example 2 — one halide, four reagents
Question. Give the organic product when 2-bromopropane, CH₃–CHBr–CH₃, is treated with (a) aqueous KOH, (b) alcoholic KOH, (c) KCN, (d) AgCN.
(a) Propan-2-ol, CH₃CH(OH)CH₃. Water makes OH⁻ behave as a nucleophile.
(b) Propene, CH₃CH=CH₂. In alcohol, OH⁻ acts as a base and removes a β-hydrogen — elimination, not substitution.
(c) 2-Methylpropanenitrile, CH₃CH(CN)CH₃ — attack through carbon.
(d) 2-Isocyanopropane, CH₃CH(NC)CH₃ — attack through nitrogen.
Parts (a) and (b) differ only in the solvent. If a question specifies a solvent, it is telling you the answer.
Worked example 3 — percentage of halogen by mass
Question. Calculate the percentage of chlorine in chloroform, CHCl₃.
M(CHCl₃) = 12.011 + 1.008 + 3(35.45) = 12.011 + 1.008 + 106.35 = 119.37 g/mol
%Cl = (106.35 ÷ 119.37) × 100 = 89.09%
Cross-check: %C = 12.011 ÷ 119.37 × 100 = 10.06% and %H = 1.008 ÷ 119.37 × 100 = 0.84%. Sum = 89.09 + 10.06 + 0.84 = 99.99 ≈ 100%. If your three percentages do not add to 100, you have made an arithmetic slip.
Common mistakes that cost marks
- Ignoring the solvent. Aqueous KOH gives an alcohol; alcoholic KOH gives an alkene. Students who memorise "KOH gives alcohol" lose the mark every time.
- Swapping KCN and AgCN (and KNO₂ with AgNO₂). Fix it with one sentence: the silver salt is covalent, so nitrogen attacks.
- Assuming the most polar bond is the most reactive. C–F is the most polar C–X bond but the least reactive halide, because bond strength decides here, not polarity.
- Calling inversion "racemisation". SN2 inverts the configuration completely; SN1 gives a largely racemic mixture. They are different answers.
- Treating chlorobenzene like chloroethane. Writing "C₆H₅Cl + KOH(aq) → C₆H₅OH + KCl" at room temperature is a standard trap. State the drastic conditions or say no reaction.
- Saying halogens are activating because they are ortho/para directing. They are deactivating and ortho/para directing — say both.
- Forgetting that Wurtz coupling fails for mixed halides. Two different halides give three products, so it is useless for making an odd-carbon chain.
Why this chapter matters
These reactions are not a dead end — they are the standard gateway into the next three chapters. Almost every "conversion" question in the board paper passes through a halide.
| Where it appears | What is actually tested |
|---|---|
| CBSE / ICSE Class 12 organic unit | Predicting products, conversions, reasoning on haloarene stability |
| Conversions across chapters | Alkane → halide → alcohol / nitrile / amine, in two or three steps |
| Practical and viva | Halogen detection by the Lassaigne test, silver halide precipitates |
| JEE / NEET foundation | Stereochemistry of substitution, reactivity ordering |
| IIT-JAM / CUET-PG later on | Full mechanism, solvent effects, neighbouring-group participation |
Chapter weightings and question patterns change from year to year, so plan your revision against the syllabus document your board has published for your own session rather than against last year's paper.
Doing the arithmetic in a conversion question? Every yield and percentage problem in this chapter starts with a molar mass. The Molar Mass & Composition calculator accepts formulas like C4H9I, CHCl3 and C6H5Cl and returns the element-wise breakdown, so you can check your working in seconds instead of re-adding by hand.
Open the Molar Mass & Composition Calculator →If organic conversions still feel like guesswork, structured teaching helps more than extra reading. ABC Chemistry runs Class 11–12 chemistry coaching at the Gurugram centre and online classes for students across India — details at abcchemistry.in.