Q.(a) In the following pair of compounds, which compound undergoes SN2 reaction faster and why ? 1-iodopropane (CH3CH2CH2I)
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🔒 Start your 14-day free trial to unlock the full solution →Part (a)Concept understanding — Nucleophilic Substitution Reactions
Nucleophilic Addition – From Intuition to Precision
Imagine you have a molecule with a carbon–oxygen double bond — a carbonyl group (C=O). That oxygen is greedy for electrons; it pulls them away from carbon, leaving the carbon slightly positive (δ+) and the oxygen slightly negative (δ−). Now, if you bring a species that is rich in electrons (a nucleophile, meaning "nucleus-loving"), it will naturally be attracted to that electron-deficient carbon. The nucleophile attacks the carbon, the π bond breaks, and the oxygen picks up a proton (or some other electrophile) to become stable. That, in a nutshell, is nucleophilic addition.
The key idea: a nucleophile adds across a polar multiple bond (usually C=O or C≡N), breaking the π bond and forming two new sigma bonds.
The Precise Statement
Nucleophilic addition is a reaction in which a nucleophile (an electron-rich species) forms a sigma bond with an electrophilic carbon atom of a polar multiple bond (typically a carbonyl group, C=O, or a nitrile, C≡N), while the π bond breaks. The resulting intermediate then captures a proton (or another electrophile) to give a neutral product.
In general form:
RX2C=O+NuX−HX+RX2C(OH)Nu
The nucleophile (NuX−) attacks the carbonyl carbon; the oxygen becomes negatively charged; then a proton (HX+) from the medium attaches to the oxygen, yielding an alcohol.
Why It Happens – The Driving Force
The carbonyl carbon is electrophilic because:
- Oxygen is more electronegative than carbon, so the C=O bond is polarised: CXδ+=OXδ−.
- The π bond is weaker than a σ bond, so it can break relatively easily.
A nucleophile (like OHX−, CNX−, or NHX3) has a lone pair or a negative charge. It seeks positive centres. The attack forms a new σ bond, and the π electrons move entirely to oxygen, creating an alkoxide ion (RX2C−OX−). This intermediate is then quenched by a proton.
A common mistake: thinking the nucleophile attacks the oxygen. No — oxygen is already electron-rich; the nucleophile goes to the carbon because it is electron-deficient.
A Concrete Example – Addition of HCN to a Ketone
Take acetone (CHX3COCHX3) and hydrogen cyanide (HCN). In the presence of a base, CNX− (the nucleophile) attacks the carbonyl carbon:
CHX3COCHX3+CNX−CHX3C(OX−)(CN)CHX3
The alkoxide intermediate then picks up a proton from HCN (or from water) to give a cyanohydrin:
CHX3C(OX−)(CN)CHX3+HX+CHX3C(OH)(CN)CHX3
The product is acetone cyanohydrin. Notice: two new sigma bonds formed (C−CN and O−H), and the π bond is gone.
What Makes a Good Nucleophile?
Strong nucleophiles are usually negatively charged or have lone pairs:
- OHX−, CNX−, NHX2X−, CHX3OX−, HX− (from hydride reagents like NaBHX4 or LiAlHX4)
- Neutral but polarisable: NHX3, HX2O (weaker, but can add under acidic conditions) …
Why this formula?
Nucleophilic Substitution Reactions: Why the Key Formulas Hold
Nucleophilic substitution reactions are a cornerstone of organic chemistry. Instead of just memorizing the rate laws, let's understand why they arise from the molecular events.
1. The Two Main Mechanisms: A Tale of Timing
The key formulas (rate laws) for nucleophilic substitution come directly from how many molecules are involved in the rate-determining step (RDS) — the slowest step that controls the overall reaction speed.
SN1: Unimolecular — The Leaving Group Goes First
The Rate Law:
Rate=k[RX]
Why?
The reaction happens in two steps:
- Slow step (RDS): The C–X bond breaks spontaneously, forming a carbocation intermediate. Only the substrate (RX) is involved.
RXslowR++X−
- Fast step: The nucleophile (Nu−) attacks the carbocation.
R++Nu−fastRNu
Since the slow step depends only on the concentration of RX, the rate law has no dependence on [Nu−]. The nucleophile arrives after the carbocation is formed — it cannot affect the speed of the first step.
Key insight: The rate is determined by how easily the leaving group leaves, not by how fast the nucleophile attacks.
SN2: Bimolecular — Simultaneous Attack and Departure
The Rate Law:
Rate=k[RX][Nu−]
Why?
The reaction occurs in one concerted step:
- The nucleophile attacks the carbon from one side at the same time as the leaving group departs from the opposite side.
- Both RX and Nu− must collide with the correct orientation and sufficient energy.
The rate depends on the frequency of productive collisions between the two molecules. This is directly proportional to the product of their concentrations:
Rate∝[RX]×[Nu−]
Key insight: Both partners are involved in the transition state simultaneously — if either is missing, the reaction cannot proceed.
2. The Transition State: Why the Formulas Are Not Just "Given"
For SN2, the transition state has a pentavalent carbon (five bonds partially formed/broken). The energy barrier depends on steric hindrance — bulkier groups around carbon make it harder for the nucleophile to approach, which is why SN2 is favored at primary carbons. …
Part (b)Concept understanding — Resonance Stabilization Effect
Resonance Stabilization Effect
Imagine you're holding a rubber band stretched between two fingers. The moment you let go, it snaps back to its relaxed shape. That relaxed shape is the lowest-energy state — the most stable one. Now think about a molecule that can't decide which single structure it "wants" to be in. It's like the rubber band being pulled in two different directions at once, but instead of snapping, it finds a middle ground that is more stable than either extreme.
That middle ground is resonance stabilization.
The Intuition: Why "Delocalization" Lowers Energy
In chemistry, electrons (especially π electrons and lone pairs) like to be spread out. When an electron is confined to a small space between two atoms, it has high energy — like a child bouncing off the walls of a tiny room. But if you give that electron more space to move — delocalize it over several atoms — its energy drops. The system becomes more stable.
Resonance is the formal way we describe this delocalization. We draw multiple Lewis structures (called resonance contributors or canonical forms) that differ only in the arrangement of π electrons and lone pairs. The real molecule is not any one of these structures — it is a hybrid of all of them, with electron density spread out.
The key point: resonance structures are not real. They are imaginary snapshots. The real molecule is the resonance hybrid, which has lower energy than any single contributor would predict.
The Precise Statement
Resonance stabilization is the extra stability a molecule gains because its electrons are delocalized over multiple atoms via conjugation (alternating single and multiple bonds) or through the involvement of lone pairs or empty orbitals. This stabilization energy is the difference between the actual energy of the molecule and the energy of the most stable resonance contributor (if it existed alone).
ΔEresonance=Emost stable contributor−Eactual molecule
This ΔE is always positive — the actual molecule is always more stable (lower in energy) than any single contributor.
A Concrete Example: The Carbonate Ion (CO32−)
Draw the carbonate ion. You'll find three equivalent Lewis structures, each with one C=O double bond and two C–O⁻ single bonds. The double bond can be placed on any of the three oxygen atoms.
- If the molecule were truly one of these structures, the C–O bond lengths would be different (one short double, two long singles).
- But experiment shows all three C–O bonds are identical — exactly 1.28 Å, intermediate between a single and double bond.
- The negative charge is not on any one oxygen; it is delocalized equally over all three oxygens.
The resonance hybrid looks like this: each C–O bond has a bond order of 131, and each oxygen carries a partial negative charge of −32. The molecule is about 150 kJ/mol more stable than any single contributor.
When resonance contributors are equivalent (same energy), the stabilization is largest. When they are unequal (one is much more stable than others), the hybrid resembles the most stable contributor, and the stabilization is smaller.
How to Recognize Resonance Stabilization
Look for these features in a molecule:
- Conjugated π systems — alternating single and double bonds (e.g., 1,3-butadiene)
- Lone pairs adjacent to π bonds (e.g., the oxygen in an ester, or the nitrogen in an amide)
- Empty p orbitals adjacent to π bonds (e.g., carbocations, carbonyl groups)
- Atoms with π bonds and adjacent charges (e.g., allyl anion, allyl cation)
Resonance does not involve the movement of σ bonds or atoms. Only π electrons and lone pairs (in p orbitals) are delocalized. The positions of all atoms remain fixed.
Why It Matters for Exams
Resonance stabilization explains: …
Why this formula?
Resonance Stabilization Effect: Why It Works
The Resonance Stabilization Effect explains why certain molecules or ions are more stable than a single Lewis structure would suggest. Let's build the reasoning from the ground up.
1. The Core Problem: Localized vs. Delocalized Electrons
In a simple Lewis structure, we draw localized bonds — electrons are assigned to specific atoms or bonds. But in reality, for molecules like benzene (C6H6) or the carboxylate ion (RCOO−), the electrons are delocalized over multiple atoms.
- Localized picture: One double bond, one single bond — but this doesn't match experimental bond lengths or stability.
- Delocalized reality: All bonds are identical (e.g., benzene's C–C bonds are all 1.39 Å, between single and double).
Key insight: Delocalization lowers the energy of the system. This energy lowering is the resonance stabilization energy.
2. The Mathematical Foundation: Linear Combination of Atomic Orbitals (LCAO)
Resonance is best understood through Molecular Orbital Theory. For a system with n atomic orbitals (AOs) that can overlap, we form n molecular orbitals (MOs) as linear combinations:
ψj=∑i=1ncjiϕi
where:
- ψj = j-th molecular orbital
- ϕi = i-th atomic orbital
- cji = coefficient (contribution of ϕi to ψj)
The energy of each MO is found by solving the secular determinant:
det∣Hij−ESij∣=0
where Hij=⟨ϕi∣H^∣ϕj⟩ (resonance integral) and Sij=⟨ϕi∣ϕj⟩ (overlap integral).
3. The Simplest Case: The Allyl System (3 Carbon Atoms)
Consider the allyl radical (CH2=CH−CH2∙) or allyl cation/anion. Three p orbitals (one per carbon) combine.
Step 1: Set up the Hückel approximation
- Assume all Sij=0 for i=j (zero overlap approximation)
- Hii=α (Coulomb integral, same for all carbons)
- Hij=β for adjacent carbons, 0 otherwise
Step 2: The secular determinant
For three atoms in a line (1–2–3):
α−Eβ0βα−Eβ0βα−E=0
Step 3: Solve for energies
Let x=βα−E. Then:
x101x101x=0
Expanding: x(x2−1)−1(x)=0⟹x3−2x=0⟹x(x2−2)=0
So x=0 or x=±2.
Thus the three MO energies are:
E1=α+2β,E2=α,E3=α−2β
(Since β<0, E1 is lowest, E3 highest.)
4. Why Stabilization Occurs: The Energy Lowering
For the allyl cation (2 π electrons):
- Electrons fill the lowest MO: E1=α+2β
- Total energy = 2(α+2β)=2α+22β
Compare to localized picture (one isolated double bond):
- One double bond = 2 electrons in a bonding MO of energy α+β
- Total energy = 2(α+β)=2α+2β
Resonance stabilization energy:
ΔE=(2α+22β)−(2α+2β)=2(2−1)β≈0.828β
Since β is negative, ΔE is negative → stabilization.
General formula for a linear conjugated system with n atoms:
The Hückel energy levels are:
Ek=α+2βcos(n+1kπ),k=1,2,…,n
The total π-electron energy for N electrons (filling from lowest up) is:
Eπ=∑occupied2Ek
The resonance stabilization energy is the difference between Eπ and the energy of the best localized structure.
5. The Key Formula: Resonance Energy
For a cyclic conjugated system (like benzene, n=6):
Ek=α+2βcos(n2πk),k=0,±1,±2,…
For benzene (n=6):
- k=0: E=α+2β
- k=±1: E=α+β
- k=±2: E=α−β
- k=3: E=α−2β …
Part (a)
1-iodopropane (CH3CH2CH2I) undergoes SN2 faster. Both are primary halides with the same skeleton, so the difference is the leaving group. Iodide I− is larger, more polarizable and a weaker base than Br−, hence a better leaving group; the C-I bond also breaks more easily than C-Br. A better leaving group lowers the SN2 transition-state energy -> faster reaction. …
Part (a): 1-iodopropane is the faster SN2 substrate because I− is a better leaving group than Br−. Part (b): Cl2/hν chlorinates ethylbenzene at the benzylic position to give C6H5CHClCH3.
Part (a)
An SN2 reaction is a one-step, backside-attack substitution whose rate depends on the substrate, the nucleophile, and - for two otherwise identical substrates - the leaving-group ability. Here both are primary n-propyl halides (CH3CH2CH2X), so steric factors are the same and only X differs. …
Showing the 12 most recent of 16 on this concept.
- CBSE 2026Set 56/3/11 markMCQQ.Which of the following reagent is used to distinguish between (C2H5)2NH and (C2H5)3N ? (A) CHCl3+KOH (B) C6H5SO2Cl (C) Conc. HCl+ZnCl2 (D) NaOH+I2
›Reveal solutionSolution
Hinsberg's reagent (C6H5SO2Cl) is used to distinguish between secondary and tertiary amines because secondary amines react to form an alkali-insoluble sulfonamide, while tertiary amines do not react. The correct option is (B).
Amines are organic compounds derived from ammonia (NH3) where one or more hydrogen atoms are replaced by alkyl or aryl groups. They are classified as primary (1∘), secondary (2∘), or tertiary (3∘) based on the number of alkyl/aryl groups attached to the nitrogen atom. This structural difference, specifically the number of hydrogen atoms directly bonded to the nitrogen, dictates their chemical reactivity and forms the basis for distinguishing them.
In this problem, we need to differentiate between (C2H5)2NH and (C2H5)3N.
- (C2H5)2NH is diethylamine, a secondary amine, as the nitrogen atom is bonded to two ethyl groups and one hydrogen atom.
- (C2H5)3N is triethylamine, a tertiary amine, as the nitrogen atom is bonded to three ethyl groups and no hydrogen atoms.
The core idea for distinguishing these two lies in finding a reagent that reacts with the N-H bond present in the secondary amine but cannot react with the tertiary amine due to the absence of such a bond.
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Analyze the given compounds:
- (C2H5)2NH is a secondary amine. It has one hydrogen atom directly attached to the nitrogen.
- (C2H5)3N is a tertiary amine. It has no hydrogen atoms directly attached to the nitrogen.
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Evaluate option (A): CHCl3+KOH (Carbylamine reaction)
- The carbylamine reaction (also known as isocyanide test) is a characteristic reaction for primary amines (both aliphatic and aromatic).
- In this reaction, a primary amine reacts with chloroform (CHCl3) and alcoholic potassium hydroxide (KOH) to form an isocyanide (carbylamine), which has a highly unpleasant odor.
- Example: R−NH2+CHCl3+3KOHΔR−NC+3KCl+3H2O
- Secondary and tertiary amines do not give this test.
- Therefore, this reagent cannot distinguish between a secondary amine and a tertiary amine, as neither will give a positive test.
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Evaluate option (B): C6H5SO2Cl (Hinsberg's reagent)
- C6H5SO2Cl is benzenesulfonyl chloride, commonly known as Hinsberg's reagent. This reagent is specifically used to distinguish between primary, secondary, and tertiary amines.
- Reaction with secondary amines: A secondary amine reacts with Hinsberg's reagent to form an N,N-dialkylbenzenesulfonamide.
(C2H5)2NH+C6H5SO2Cl⟶(C2H5)2N−SO2C6H5+HCl
The product, N,N-diethylbenzenesulfonamide, does not have any acidic hydrogen attached to the nitrogen atom. Therefore, it is insoluble in alkali (like $KOH$ or $NaOH$). * **Reaction with tertiary amines:** Tertiary amines do not have any hydrogen atoms attached to the nitrogen. Thus, they cannot undergo nucleophilic substitution with Hinsberg's reagent. They simply act as bases and may form a salt with the reagent if it's acidic, but no sulfonamide is formed.(C2H5)3N+C6H5SO2Cl⟶No reaction (no sulfonamide formed)
The tertiary amine remains unreacted and is insoluble in alkali. * **Distinction:** When $(C_2H_5)_2NH$ is treated with Hinsberg's reagent, an insoluble product (N,N-diethylbenzenesulfonamide) is formed. When $(C_2H_5)_3N$ is treated with Hinsberg's reagent, no reaction occurs, and the tertiary amine itself is insoluble in the aqueous layer. However, the key is the *formation of a new product* in the case of the secondary amine. The difference in reactivity (reaction vs. no reaction) allows for distinction. … - CBSE 2026Set ANNUAL1 markQ.True/False: Carboxylic acids are weaker acids than alcohols.
›Reveal solutionSolution
False. Carboxylic acids are considerably stronger acids than alcohols because their conjugate base (carboxylate ion) is resonance-stabilised.
When a carboxylic acid, R−COOH, loses a proton, the resulting carboxylate ion, R−COO−, has its negative charge delocalised equally over both oxygen atoms by resonance, making the ion much more stable. An alkoxide ion, R−O−, formed from an alcohol has no such resonance stabilisation — the negative charge stays localised on a single oxygen. Because a more stable conjugate base means a stronger acid, carboxylic …
- CBSE 2026Set ANNUAL1 markMCQQ.Assertion (A) : The alpha-hydrogen atom in carbonyl compound is less acidic. Reason (R) : The anion formed after the loss of alpha-hydrogen atom is resonance stabilised.(a) Both (A) and (R) are true and (R) is the correct explanation of (A).(b) Both (A) and (R) are true but (R) is not the correct explanation of (A).(c) (A) is true but (R) is false.(d) (A) is false but (R) is true.
›Reveal solutionSolution
The α-hydrogen of a carbonyl compound is actually MORE acidic than an ordinary alkane C–H (not less), precisely because the anion (enolate) left behind after its removal is resonance stabilised by the adjacent C=O group.
Assertion: "The alpha-hydrogen atom in carbonyl compounds is less acidic" — this is false. In reality, α-hydrogens of carbonyl compounds are unusually acidic compared to ordinary C–H bonds (their pKa is around 20, far lower/more acidic than a typical alkane C–H at ~50).
Reason: "The anion formed after the loss of the α-hydrogen atom is resonance stabilised" — this is true. When the α-H is removed (by a base), the resulting carbanion is stabilised by delocalisation of the negative charge onto the electronegative oxygen of the carbonyl group (forming the enolate ion):
…
- CBSE 2025Set 56/6/11 markMCQQ.In the Hinsberg's method for separation of primary, secondary and tertiary amines, the reagent used is : (A) Nitrous acid (B) CHCl3 + aq. NaOH (C) C6H5SO2Cl (benzenesulphonyl chloride) (D) HCl/ZnCl2
›Reveal solutionSolution
Hinsberg's method separates amines based on their reactivity with benzenesulphonyl chloride (C6H5SO2Cl). Primary amines form a soluble salt, secondary amines form an insoluble solid, and tertiary amines do not react. The correct reagent is (C).
Why Hinsberg’s method works — the concept
The key idea is that amines differ in how many hydrogen atoms are attached to the nitrogen. A primary amine (RNH2) has two hydrogens, a secondary amine (R2NH) has one, and a tertiary amine (R3N) has none. Benzenesulphonyl chloride (C6H5SO2Cl) reacts with the N–H bond, replacing the hydrogen with a sulphonyl group. The product’s solubility in alkali depends on whether there is still an N–H hydrogen left to be removed by base.
This gives a clean, visual separation: one fraction dissolves in NaOH, another precipitates, and the third stays as an oily layer that doesn’t react at all.
Step-by-step reasoning
- What does Hinsberg’s reagent do? Benzenesulphonyl chloride (C6H5SO2Cl) is an electrophile. The nitrogen lone pair attacks the sulphur atom, displacing chloride. The product is a sulphonamide. The reaction is:
RNH2+C6H5SO2Cl→C6H5SO2NHR+HCl
- Primary amine — two N–H hydrogens The initial product C6H5SO2NHR still has one N–H hydrogen. This hydrogen is acidic enough to be removed by aqueous NaOH, forming a water-soluble sodium salt:
C6H5SO2NHR+NaOH→C6H5SO2N(R)Na++H2O
So the primary amine ends up dissolved in the alkaline layer.
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Secondary amine — one N–H hydrogen
The product C6H5SO2NR2 has no N–H hydrogen left (both are replaced by R groups). It cannot be deprotonated by NaOH, so it remains as an insoluble solid or oil that can be filtered off.
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Tertiary amine — no N–H hydrogen at all
Tertiary amines have no hydrogen on nitrogen. They cannot undergo the substitution reaction with C6H5SO2Cl at all (no N–H bond to attack). The amine remains unreacted and can be extracted as a separate layer.
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Why not the other options? …
- CBSE 2025Set X11 markMCQQ.Given below are two statements : Statement I : Ammonolysis of alkyl halides has the disadvantage of yielding a mixture of primary, secondary, tertiary amines and quaternary ammonium salt. Statement II : Tertiary amine is obtained as a major product by taking large excess of ammonia in ammonolysis of alkyl halides. In the light of the above statements, choose the appropriate answer from the options given below :(a) Statement I is incorrect but Statement II is correct(b) Both Statement I and Statement II are correct(c) Both Statement I and Statement II are incorrect(d) Statement I is correct but Statement II is incorrect
›Reveal solutionSolution
Ammonolysis genuinely gives a mixture (I correct), but a large excess of ammonia favours the PRIMARY amine (not tertiary), so II is incorrect → option (d).
Statement I — Ammonolysis of an alkyl halide with ammonia is a nucleophilic substitution in which the primary amine formed is itself a nucleophile and reacts further, giving a mixture of 1°, 2°, 3° amines and finally the quaternary ammonium salt. This is a well-known drawback of the method → correct.
R-XNH3RNH2R-XR2NHR-XR3NR-XR4N+X− …
- CBSE 2024Set 56/3/11 markMCQQ.Which of the following compounds on treatment with benzene sulphonyl chloride forms an alkali-soluble precipitate ? (A) CH3CONH2 (B) (CH3)3N (C) (CH3)2NH (D) CH3CH2NH2
›Reveal solutionSolution
The Hinsberg test distinguishes amines by their reaction with benzene sulphonyl chloride: only primary amines form N-alkyl sulphonamides that are acidic enough to dissolve in alkali. The answer is (D) CH3CH2NH2.
The question tests the Hinsberg test, a classic method to distinguish between primary, secondary, and tertiary amines using benzene sulphonyl chloride (C6H5SO2Cl). The key insight is that different classes of amines react differently, and only one product has the right acidity to dissolve in base after initially precipitating.
When benzene sulphonyl chloride reacts with an amine, it acts as an electrophile. The nitrogen's lone pair attacks the sulphur, displacing chloride. But what happens next depends entirely on whether the nitrogen still has a hydrogen attached.
Why acidity matters
A sulphonamide with an N–H bond is surprisingly acidic (pKa ~ 10) because the negative charge on nitrogen, after deprotonation, is stabilized by resonance with the adjacent SO2 group. The sulphonyl group is strongly electron-withdrawing, delocalizing the negative charge onto the oxygens. This makes the conjugate base stable enough that aqueous alkali (NaOH) can deprotonate it, converting the precipitate into a soluble sodium salt.
Step-by-step analysis
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Option (A): CH3CONH2 (acetamide)
This is an amide, not an amine. Amides are extremely weak nucleophiles because the lone pair on nitrogen is delocalized into the carbonyl π∗ orbital. Benzene sulphonyl chloride won't react with it under normal Hinsberg conditions. No precipitate forms at all.
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Option (B): (CH3)3N (trimethylamine, tertiary)
Tertiary amines have no N–H bond. They can form an unstable ionic complex with the sulphonyl chloride, but they cannot form a stable sulphonamide (no hydrogen to lose as HCl). The product, if any, remains in solution or decomposes. No precipitate.
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Option (C): (CH3)2NH (dimethylamine, secondary)
Secondary amines react to form N,N-dialkyl sulphonamides:
(CH3)2NH+C6H5SO2Cl⟶C6H5SO2N(CH3)2+HCl …
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- CBSE 2024Set 56/2/11 markMCQQ.Anisole reacts with HI to give : (A) Phenol + CH3−I (B) Iodobenzene + CH3−OH (C) Benzyl alcohol + CH3−I (D) Benzyl iodide + CH3−OH
›Reveal solutionSolution
Anisole undergoes nucleophilic substitution with HI, where iodide ion attacks the less hindered methyl carbon (not the aromatic ring), cleaving the C−O bond to yield phenol and methyl iodide.
Understanding Ether Cleavage with Hydrogen Halides
Anisole is methoxybenzene, CX6HX5−O−CHX3, an aromatic ether. When ethers react with strong acids like HI, they undergo cleavage through nucleophilic substitution. The key is understanding where the bond breaks and why.
Hydrogen iodide is both a strong acid and an excellent nucleophile (iodide ion). The reaction proceeds in two conceptual stages: protonation followed by nucleophilic attack.
Step-by-Step Mechanism
- Protonation of the ether oxygen The lone pair on oxygen accepts a proton from HI, converting the ether into an oxonium ion:
CX6HX5−O−CHX3+HICX6HX5−O+H−CHX3+IX−
This protonation is crucial because it transforms oxygen from a poor leaving group (OX− would be terrible) into a good one (OH, a neutral molecule).
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Nucleophilic attack by iodide
Now the iodide ion must attack. But where? Two carbons are bonded to oxygen: the aromatic ring carbon and the methyl carbon. The iodide attacks the methyl carbon because:
- It's less sterically hindered (primary vs. aromatic)
- SN2 displacement at an sp3 carbon is facile
- Attack at the aromatic carbon would require breaking aromaticity, which is energetically prohibitive
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Bond cleavage and product formation
The C−O bond between methyl and oxygen breaks as iodide displaces the phenol:
CX6HX5−O+H−CHX3+IX−CX6HX5−OH+CHX3−I
The products are phenol (CX6HX5OH) and methyl iodide (CHX3I). …
- CBSE 2024Set 56/2/11 markMCQQ.Ethanol on heating with conc. H2SO4 at 413 K gives : (A) C2H5OSO3H (B) C2H5−O−CH3 (C) C2H5−O−C2H5 (D) CH2=CH2
›Reveal solutionSolution
At 413 K, concentrated sulfuric acid dehydrates ethanol to form diethyl ether via an intermolecular dehydration mechanism. The correct product is diethyl ether, option (C).
The Concept: Nucleophilic Substitution in Alcohol Dehydration
When ethanol is heated with concentrated sulfuric acid, the acid acts as both a catalyst and a dehydrating agent. The key is temperature control — the same reactants give different products at different temperatures. At 413 K (≈140 °C), the reaction favours intermolecular dehydration (between two ethanol molecules), producing an ether. At a higher temperature (443 K, ≈170 °C), intramolecular dehydration (within one molecule) dominates, giving ethene.
The mechanism is a classic nucleophilic substitution (SN2-like) where one ethanol molecule acts as the nucleophile and another, after protonation, becomes the electrophile.
Step-by-Step Reasoning
- Protonation of ethanol Concentrated H2SO4 donates a proton to the hydroxyl group of ethanol:
C2H5OH+H+⇌C2H5OH2+
This converts the poor leaving group (−OH) into a good one (−OH2+).
- Nucleophilic attack by a second ethanol molecule A second ethanol molecule (the nucleophile) attacks the electron-deficient carbon attached to the protonated hydroxyl:
C2H5OH+C2H5OH2+→[C2H5−O(H)−C2H5]++H2O
This is an SN2-like step — the oxygen lone pair of the attacking ethanol displaces water.
- Deprotonation to form the ether The oxonium ion intermediate loses a proton to a base (e.g., HSO4− or water):
[C2H5−O(H)−C2H5]+→C2H5−O−C2H5+H+
The proton is recycled, regenerating the acid catalyst. …
- CBSE 2024Set 56/2/11 markMCQQ.Assertion (A) : Aliphatic primary amines can be prepared by Gabriel phthalimide synthesis. Reason (R) : Alkyl halides undergo nucleophilic substitution with anion formed by phthalimide. Select the correct answer from the codes given below : (A) Both Assertion (A) and Reason (R) are true and Reason (R) is the correct explanation of the Assertion (A). (B) Both Assertion (A) and Reason (R) are true, but Reason (R) is not the correct explanation of the Assertion (A). (C) Assertion (A) is true, but Reason (R) is false. (D) Assertion (A) is false, but Reason (R) is true.
›Reveal solutionSolution
Gabriel phthalimide synthesis is a highly effective method for preparing pure primary aliphatic amines because the phthalimide anion undergoes nucleophilic substitution with alkyl halides, and the subsequent hydrolysis yields only primary amines, preventing overalkylation. Both Assertion (A) and Reason (R) are true, and Reason (R) correctly explains Assertion (A).
Gabriel phthalimide synthesis is a classic and very important reaction in organic chemistry, specifically designed for the preparation of primary amines. The key challenge in synthesizing primary amines directly from ammonia and alkyl halides is that the primary amine formed can act as a nucleophile itself, reacting further to produce secondary and tertiary amines, and even quaternary ammonium salts. This leads to a mixture of products that is difficult to separate. Gabriel synthesis elegantly bypasses this problem.
The underlying principle of Gabriel synthesis relies on using a protected form of ammonia (phthalimide) that can only be alkylated once, followed by a reaction that releases the primary amine.
Here's a step-by-step breakdown of the process and the reasoning behind it:
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Formation of the Phthalimide Anion:
Phthalimide is an imide, meaning it has an −NH− group flanked by two carbonyl groups. The hydrogen atom attached to the nitrogen is acidic because the resulting anion (phthalimide anion) is resonance-stabilized by the two adjacent carbonyl groups.
When phthalimide is treated with a strong base, such as potassium hydroxide (KOH) or sodium ethoxide (NaOEt), it loses this acidic proton to form a stable, negatively charged phthalimide anion.
Phthalimide+KOH⟶Potassium phthalimide+H2O
The nitrogen atom in this anion carries a negative charge, making it a strong nucleophile.
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Nucleophilic Substitution Reaction:
The potassium phthalimide (or the phthalimide anion) then reacts with an alkyl halide (R−X, where R is an aliphatic alkyl group and X is a halogen like Cl, Br, or I). This is a classic SN2 (bimolecular nucleophilic substitution) reaction. The nucleophilic nitrogen of the phthalimide anion attacks the electrophilic carbon atom bearing the halogen in the alkyl halide, displacing the halide ion.
Potassium phthalimide+R−X⟶N-alkylphthalimide+KX
This step is precisely what Reason (R) describes: "Alkyl halides undergo nucleophilic substitution with anion formed by phthalimide." This reaction incorporates the desired alkyl group (R) onto the nitrogen atom.
Watch outThis SN2 reaction works best with primary alkyl halides. Secondary alkyl halides may undergo elimination (E2) reactions, and tertiary alkyl halides predominantly undergo elimination. Aryl halides (like bromobenzene) do not undergo this nucleophilic substitution reaction under these conditions because the carbon-halogen bond in aryl halides is much stronger and less susceptible to SN2 attack due to the sp2 hybridization of the carbon and resonance effects. This is why the assertion specifies "aliphatic primary amines."
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Hydrolysis to Yield Primary Amine:
The N-alkylphthalimide formed in the previous step is then hydrolyzed. This can be achieved by heating with an aqueous acid (like HCl) or a base (like NaOH), or more commonly and efficiently, by treating it with hydrazine (N2H4).
- Acidic/Basic Hydrolysis: This breaks the two amide bonds, releasing the primary amine (R−NH2) and phthalic acid (or its salt). …
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- CBSE 2024Set ANNUAL1 markQ.Why do amines act as nucleophiles?
›Reveal solutionSolution
Amines act as nucleophiles because the nitrogen atom carries a lone pair of electrons that it can readily donate to an electron-deficient (electrophilic) centre.
In an amine, R−N..H2, nitrogen is sp3 hybridized with three bond pairs (to R and two H, or the equivalent for secondary/tertiary amines) and one lone pair occupying the fourth sp3 orbital. This lone pair is:
- Not delocalized/tied up in any π-system (unlike, say, the nitrogen lone pair in an amide, which is drawn into conjugation with the carbonyl and is far less available).
- Available for donation — nitrogen's relatively low electronegativity and its non-bonding electron pair together make it a good electron-pair donor. …
- CBSE 2023Set 56/1/11 markMCQQ.The synthesis of alkyl fluoride is best obtained from : (A) Free radicals (B) Swartz reaction (C) Sandmeyer reaction (D) Finkelstein reaction
›Reveal solutionSolution
The best method for synthesizing alkyl fluorides is the Swartz reaction, which uses Hg2F2 or CoF2 to replace chlorine/bromine with fluorine. The correct option is (B).
Why this question matters
Alkyl fluorides are the most stable of the alkyl halides due to the strong C–F bond, but they are also the hardest to make by simple nucleophilic substitution. Fluoride ion (F−) is a poor nucleophile in polar solvents because it is heavily solvated (small, high charge density) and also a strong base — so direct SN2 with F− often gives elimination instead. This is why special methods exist.
Let’s examine each option.
1. Free radicals (Option A)
Free radical halogenation of alkanes with fluorine is violently exothermic and uncontrollable — it typically explodes or gives polyfluorinated products. Even with careful conditions, selectivity is terrible. This is not a practical laboratory synthesis for a specific alkyl fluoride.
2. Swartz reaction (Option B)
This is the classic method. A silver or mercury fluoride (like AgF, Hg2F2, or CoF3) is used to replace a chlorine or bromine atom with fluorine:
R–Cl+Hg2F2→R–F+Hg2Cl2
The driving force is the precipitation of the metal halide (e.g., Hg2Cl2 is insoluble). This works cleanly for alkyl, allyl, and benzyl halides. It is the standard method for making alkyl fluorides in the lab.
TipSwartz reaction is to alkyl fluorides what the Finkelstein reaction is to alkyl iodides — a specific halide-exchange method that works because the byproduct is insoluble.
3. Sandmeyer reaction (Option C)
This is for converting aryl diazonium salts into aryl halides (Cl, Br, I, CN) using copper(I) salts. It does not give alkyl fluorides, and it does not work for fluorine (the fluoro analogue uses HBF4 — the Schiemann reaction, not Sandmeyer). So this is irrelevant here.
4. Finkelstein reaction (Option D) …
- CBSE 2023Set 56/2/11 markMCQQ.Given below are two statements labelled as Assertion (A) and Reason (R). Select the most appropriate answer from the options given below : Assertion (A) : Nucleophilic substitution of iodoethane is easier than chloroethane. Reason (R) : Bond enthalpy of C-I bond is less than that of C-Cl bond. (A) Both (A) and (R) are true and (R) is the correct explanation of (A). (B) Both (A) and (R) are true, but (R) is not the correct explanation of (A). (C) (A) is true, but (R) is false. (D) (A) is false, but (R) is true.
›Reveal solutionSolution
The ease of nucleophilic substitution depends on the leaving group's ability to depart. A weaker C–I bond (lower bond enthalpy) makes iodide a better leaving group than chloride, so both Assertion and Reason are true, and Reason correctly explains Assertion.
Concept first: what makes a good leaving group in nucleophilic substitution?
In an SN1 or SN2 reaction, the leaving group (halide ion) must break away from the carbon. The weaker the carbon–halogen bond, the easier it is to break — so the halide leaves more readily. Bond enthalpy (bond dissociation energy) is a direct measure of bond strength: lower bond enthalpy means a weaker bond.
Iodine is a larger atom than chlorine, so the C–I bond is longer and weaker. The C–I bond enthalpy is about 240 kJ/mol, while the C–Cl bond enthalpy is about 330 kJ/mol. That difference is the key.
Now let’s check each statement.
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Assertion (A): "Nucleophilic substitution of iodoethane is easier than chloroethane."
This is true. In both SN1 and SN2 mechanisms, the rate-determining step involves breaking the C–X bond (in SN1, it’s the first step; in SN2, it’s the concerted step where the leaving group departs). Since the C–I bond is weaker, iodoethane reacts faster than chloroethane under identical conditions. Iodide is a better leaving group than chloride.
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Reason (R): "Bond enthalpy of C–I bond is less than that of C–Cl bond."
This is also true. Bond enthalpy decreases down the halogen group: C–F > C–Cl > C–Br > C–I. The C–I bond is indeed weaker.
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Does (R) correctly explain (A)? …
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