Q.Arrange the following compounds in increasing order of their reactivity in nucleophilic addition reactions.

The key to this problem is recognising the reaction: a compound X reacts with water in the presence of Hg²⁺/H⁺ at 333 K to give a product that rearranges to ethanal. This is the classic hydration of an alkyne — specifically, terminal alkynes give methyl ketones, but ethyne itself gives ethanal. The “rearrangement” mentioned is keto-enol tautomerism: the initial addition forms an enol (vinyl alcohol), which is unstable and tautomerises to the more stable carbonyl compound.

Let’s walk through it step by step.

1. Identify the reaction. The conditions — Hg²⁺/H⁺, 333 K, water — are the standard oxymercuration–demercuration of alkynes, which adds water across the triple bond. For a terminal alkyne, the product is a methyl ketone (except for ethyne, which gives ethanal). Since the final product is ethanal (CH₃CHO), the starting alkyne must be ethyne (HC≡CH). The reaction:

2. Determine the structure of X. X is ethyne, H–C≡C–H. Its Lewis structure is:

Each carbon is sp-hybridised. The triple bond consists of one sigma bond and two pi bonds. The C–H bonds are sigma bonds.

3. Count the sigma bonds.

   • C–H bonds: two of them (each is a sigma bond).
   • C–C bond: one sigma bond (the triple bond has one sigma component). Total sigma bonds = 2 (C–H) + 1 (C–C) = 3.

4. Count the pi bonds.

   • The triple bond has two pi bonds (the two sideways overlaps of p orbitals). Total pi bonds = 2.

5. Match with the options. The pair (3 sigma, 2 pi) corresponds to option (B).

Concept and Intuition

This problem tests your understanding of three classic organic reactions in sequence:

1. Grignard reaction – adding a methyl group to a carbonyl, forming an alcohol.
2. Acid-catalyzed dehydration – converting an alcohol into an alkene.
3. Catalytic dehydrogenation over copper at high temperature – converting an alkene into a more conjugated or rearranged alkene (here, actually a simple isomerization/dehydrogenation that yields a terminal alkene).

The key is to track the carbon skeleton step by step. A common pitfall is forgetting that the Grignard reagent adds to the carbonyl carbon, not to the alpha carbon, and that the final step over hot copper can cause double-bond migration or elimination to the most substituted alkene.

Step-by-Step Solution

1. Step 1: Grignard addition Acetone ($\ce{CH3COCH3}$) reacts with methylmagnesium bromide ($\ce{CH3MgBr}$) in dry ether. The Grignard reagent acts as a nucleophile, attacking the electrophilic carbonyl carbon.

This is the alkoxide intermediate A.

2. Step 2: Acidic workup Adding $\ce{H3O^+}$ protonates the alkoxide, giving the tertiary alcohol:

So B is 2-methyl-2-propanol (tert-butyl alcohol).

3. Step 3: Dehydrogenation over copper at 573 K Passing the alcohol over hot copper ($\ce{Cu}$, 573 K) typically causes dehydration (loss of water) to form an alkene. For a tertiary alcohol, the most stable alkene (Zaitsev product) is the more substituted one.

The product is 2-methylprop-1-ene (isobutylene). Note that the copper catalyst can also promote double-bond isomerization, but here the only possible alkene from tert-butyl alcohol is the terminal one (no other beta-hydrogens exist on the other side).

Concept and Intuition

This question tests your understanding of a classic organic reaction: nucleophilic addition to the carbonyl group. Aldehydes have a polar C=O bond, making the carbonyl carbon electrophilic. Hydrogen cyanide (HCN) is a weak acid that provides the cyanide ion (CN⁻), a strong nucleophile. The cyanide ion attacks the carbonyl carbon, and after protonation, a cyanohydrin forms. The definition of a cyanohydrin is exactly what Statement II says: a molecule with –OH and –CN on the same carbon. So both statements are factually correct.

Step-by-step reasoning

1. Statement I: Aldehyde + HCN → Cyanohydrin
   • Aldehydes (R–CHO) have a carbonyl group (C=O) that is planar and electrophilic at the carbon.
   • HCN dissociates slightly: $\text{HCN} \rightleftharpoons \text{H}^+ + \text{CN}^-$. The cyanide ion (CN⁻) is a good nucleophile.
   • CN⁻ attacks the carbonyl carbon, forming a tetrahedral alkoxide intermediate:

• This intermediate then picks up a proton (from HCN or water) to give the neutral cyanohydrin:

• This is a standard, well-known reaction. Thus Statement I is true.

2. Statement II: Definition of a cyanohydrin

   • A cyanohydrin is specifically a compound with both a hydroxyl group (–OH) and a cyano group (–C≡N) attached to the same carbon atom.
   • The general structure is $\text{R}_2\text{C}(\text{OH})(\text{CN})$, where the carbon bearing both groups is the former carbonyl carbon.
   • This matches exactly the product from Statement I. Thus Statement II is also true.

3. Conclusion

   • Since both statements are correct, the answer is option (B).

The question asks for the decreasing order of reactivity toward an electrophilic reagent. That means we need to rank how easily each compound undergoes electrophilic aromatic substitution — a reaction where an electrophile replaces a hydrogen on the benzene ring.

The key concept is substituent effects. A substituent already attached to the ring can either donate electron density to the ring (making it more nucleophilic, hence more reactive) or withdraw electron density (making it less reactive). The stronger the electron donation, the faster the reaction.

Let’s examine each compound:

1. Phenol (iv) — The –OH group is a strong electron-donating group through resonance. The lone pair on oxygen can delocalize into the ring, increasing electron density at the ortho and para positions. This makes phenol the most reactive among the four.

2. Toluene (ii) — The –CH₃ group is an electron-donating group via the hyperconjugation effect (and weak inductive effect). It activates the ring, but less powerfully than –OH. So toluene is less reactive than phenol but more reactive than benzene.

3. Benzene (i) — This is the reference compound with no substituent. Its reactivity is moderate — neither activated nor deactivated.

4. Chlorobenzene (iii) — Chlorine is a peculiar case. It has a lone pair that can donate via resonance (activating), but it is also highly electronegative and withdraws electron density inductively (deactivating). The inductive effect dominates, making the ring overall less electron-rich than benzene. So chlorobenzene is deactivated toward electrophilic substitution — it reacts slower than benzene.

Thus, the decreasing order of reactivity is:

Phenol > Toluene > Benzene > Chlorobenzene.

That corresponds to option (D).

The iodoform test is a classic qualitative test in organic chemistry, used to detect the presence of specific structural motifs within a molecule. It's a powerful tool for distinguishing between different types of alcohols and carbonyl compounds.

The Concept: What the Iodoform Test Detects

At its heart, the iodoform test is looking for a very particular "handle" on a molecule:

1. Methyl ketones: Compounds containing the $\text{CH}_3\text{CO-}$ group (an acetyl group).
2. Methyl secondary alcohols: Compounds containing the $\text{CH}_3\text{CH(OH)-}$ group (a 1-hydroxyethyl group).

Why these specific groups?

The test involves reacting the compound with iodine ($\text{I}_2$) in the presence of a base (like $\text{NaOH}$ or $\text{KOH}$).

• For methyl ketones: The acidic alpha-hydrogens of the methyl group are readily substituted by iodine atoms. This process, called halogenation, continues until all three hydrogens are replaced by iodine, forming a triiodomethyl ketone ($\text{CI}_3\text{CO-R}$). This triiodomethyl group is an excellent leaving group, and in the presence of base, it's cleaved off as a triiodomethyl carbanion ($\text{CI}_3^-$), which quickly picks up a proton to form iodoform ($\text{CHI}_3$). The remaining part of the molecule forms a carboxylate salt.

  $\text{R-CO-CH}_3 \xrightarrow{\text{I}_2/\text{OH}^-} \text{R-CO-CI}_3 \xrightarrow{\text{OH}^-} \text{R-COO}^- + \text{CHI}_3 \downarrow$

• For methyl secondary alcohols: These alcohols are first oxidized by the iodine and base to their corresponding methyl ketones. Once the methyl ketone is formed, it then proceeds through the same mechanism described above to produce iodoform. This is why primary alcohols like ethanol ($\text{CH}_3\text{CH}_2\text{OH}$) also give a positive test, as they are oxidized to ethanal ($\text{CH}_3\text{CHO}$), which then reacts. However, methanol ($\text{CH}_3\text{OH}$) does not react because it lacks the $\text{CH}_3\text{CH(OH)-}$ group (it's $\text{HCH(OH)-H}$).

  $\text{R-CH(OH)-CH}_3 \xrightarrow{\text{I}_2/\text{OH}^-} \text{R-CO-CH}_3 \xrightarrow{\text{I}_2/\text{OH}^-} \text{R-COO}^- + \text{CHI}_3 \downarrow$

The key indicator of a positive test is the formation of a yellow precipitate of iodoform ($\text{CHI}_3$), which has a distinctive antiseptic odor.

Step-by-Step Analysis (with Hypothetical Compounds)

Since the specific structures for compounds I, II, III, IV, V, and VI were not provided in the question, we cannot definitively identify which ones give a positive iodoform test. However, to illustrate the process and arrive at one of the multiple-choice options, let's hypothesize a set of common organic compounds for I-VI that would lead to option (D) being correct.

Let's assume the compounds are:

• I: Propanal ($\text{CH}_3\text{CH}_2\text{CHO}$)
• II: Ethanal (Acetaldehyde) ($\text{CH}_3\text{CHO}$)
• III: Propan-1-ol ($\text{CH}_3\text{CH}_2\text{CH}_2\text{OH}$)
• IV: Propan-2-ol (Isopropanol) ($\text{CH}_3\text{CH(OH)CH}_3$)
• V: Benzaldehyde ($\text{C}_6\text{H}_5\text{CHO}$)
• VI: Butan-2-one ($\text{CH}_3\text{COCH}_2\text{CH}_3$)

Now, let's analyze each hypothetical compound:

1. Compound I: Propanal ($\text{CH}_3\text{CH}_2\text{CHO}$)

   • Structure: This is an aldehyde. It has a $\text{CH}_2\text{CHO}$ group.
   • Analysis: It does not contain a methyl ketone ($\text{CH}_3\text{CO-}$) group. It also does not contain a methyl secondary alcohol ($\text{CH}_3\text{CH(OH)-}$) group. The carbon adjacent to the carbonyl is a $\text{CH}_2$ group, not a $\text{CH}_3$.
   • Result: Negative iodoform test.

2. Compound II: Ethanal (Acetaldehyde) ($\text{CH}_3\text{CHO}$)

   • Structure: This is an aldehyde. It has a $\text{CH}_3\text{CO-}$ group (where R=H).
   • Analysis: Ethanal contains the required $\text{CH}_3\text{CO-}$ motif. It will readily undergo the iodoform reaction.
   • Result: Positive iodoform test.

3. Compound III: Propan-1-ol ($\text{CH}_3\text{CH}_2\text{CH}_2\text{OH}$)

   • Structure: This is a primary alcohol.
   • Analysis: It does not contain a methyl secondary alcohol ($\text{CH}_3\text{CH(OH)-}$) group. While it's a primary alcohol, it's not ethanol ($\text{CH}_3\text{CH}_2\text{OH}$), which is the only primary alcohol that gives a positive test because it oxidizes to ethanal ($\text{CH}_3\text{CHO}$). Propan-1-ol would oxidize to propanal ($\text{CH}_3\text{CH}_2\text{CHO}$), which we've already established gives a negative test.
   • Result: Negative iodoform test.

4. Compound IV: Propan-2-ol (Isopropanol) ($\text{CH}_3\text{CH(OH)CH}_3$)

   • Structure: This is a secondary alcohol.
   • Analysis: It clearly contains the $\text{CH}_3\text{CH(OH)-}$ group. It will first be oxidized to propanone ($\text{CH}_3\text{COCH}_3$), which is a methyl ketone, and then react further to give iodoform.
   • Result: Positive iodoform test.

5. Compound V: Benzaldehyde ($\text{C}_6\text{H}_5\text{CHO}$)

   • Structure: This is an aromatic aldehyde.
   • Analysis: It does not contain a methyl ketone ($\text{CH}_3\text{CO-}$) group. The carbon adjacent to the carbonyl is part of a benzene ring, not a methyl group.
   • Result: Negative iodoform test.

6. Compound VI: Butan-2-one ($\text{CH}_3\text{COCH}_2\text{CH}_3$)

   • Structure: This is a ketone.
   • Analysis: It contains a methyl ketone ($\text{CH}_3\text{CO-}$) group. The methyl group is directly attached to the carbonyl carbon.
   • Result: Positive iodoform test.

Based on our hypothetical compounds, the ones that give a positive iodoform test are II, IV, and VI. This corresponds to option (D).

The concept: condensation with ammonia derivatives

Aldehydes and ketones react with nucleophiles of the type $\mathrm{H_2N-Z}$:

Depending on Z:

So the Assertion is a plain statement of standard chemistry: true.

Step 1 — Why the reaction is reversible

The mechanism has two reversible halves:

1. Nucleophilic addition of the nitrogen lone pair to the (protonated) carbonyl carbon, giving a carbinolamine.
2. Dehydration of that carbinolamine to give the $\mathrm{C=N}$ double bond.

Both steps are equilibria. In practice the reaction is pushed to completion by removing the water formed, and it is run at a weakly acidic pH of about 3.5 — a compromise, because too much acid protonates the amine (killing its nucleophilicity) while too little fails to activate the carbonyl. That such delicate pH tuning is needed is itself a sign of a reversible process being coaxed along.

More decisively: these products (oximes, hydrazones, semicarbazones) are hydrolysed back to the parent aldehyde or ketone by aqueous acid — which is precisely how they are used as derivatives for purification and identification of carbonyl compounds. A truly irreversible reaction could not be undone like this.

Step 2 — Verdict

• Assertion: true.
• Reason ("irreversible"): false.

A true, R false $\Rightarrow$ printed option (C).

ANSWER: C

The concept first: boiling point is an intermolecular property

Boiling means tearing molecules apart from one another. So a boiling point never depends on how strong the bonds inside a molecule are; it depends on how strongly one molecule grips its neighbours. For amines there are two grips:

1. Van der Waals (dispersion) forces — these scale with molar mass and surface area.
2. Hydrogen bonding $\mathrm{N\!-\!H\cdots N}$ — much stronger, but it needs a hydrogen actually attached to nitrogen.

Here the first factor is neutralised for us, which is the whole point of the question:

• I: $\mathrm{CH_3CH_2\!-\!NH\!-\!CH_2CH_3}$, diethylamine — $\mathrm{C_4H_{11}N}$, $M = 73$
• II: $\mathrm{CH_3CH_2CH_2CH_2\!-\!NH_2}$, butan-1-amine — $\mathrm{C_4H_{11}N}$, $M = 73$
• III: $\mathrm{CH_3CH_2\!-\!N(CH_3)_2}$, N,N-dimethylethanamine — $\mathrm{C_4H_{11}N}$, $M = 73$

They are isomers. Same mass, comparable dispersion forces. So hydrogen bonding alone decides.

Step-by-step

1. Count N–H bonds.
   • II is primary: nitrogen carries two hydrogens $\Rightarrow$ each molecule can donate two H-bonds and accept one through its lone pair. Extensive three-dimensional association.
   • I is secondary: nitrogen carries one hydrogen $\Rightarrow$ only one H-bond donor per molecule. The association is weaker, and the two ethyl groups also crowd the nitrogen, hindering approach.
   • III is tertiary: nitrogen carries no hydrogen $\Rightarrow$ it can accept an H-bond but has none to donate, so pure III cannot hydrogen-bond to itself at all. Only dispersion forces hold it together.
2. Rank the intermolecular attraction: $\text{II} > \text{I} > \text{III}$.
3. Boiling points follow directly: butan-1-amine ($\approx 78^\circ\mathrm{C}$) $>$ diethylamine ($\approx 55^\circ\mathrm{C}$) $>$ N,N-dimethylethanamine ($\approx 37^\circ\mathrm{C}$). The measured values confirm the reasoning nicely.
4. Therefore the correct order is $\mathrm{II > I > III}$.

A caution that earns marks elsewhere: this "$1^\circ > 2^\circ > 3^\circ$" rule is for boiling point, and only for amines of comparable molar mass. Do not carry it over to basicity in water, where solvation and steric effects scramble the order ($2^\circ > 1^\circ \approx 3^\circ$ for methylamines).

ANSWER: B

Concept & Intuition

When an alcohol reacts with a strong acid like $\mathrm{H_3PO_4}$, the first step is protonation of the hydroxyl group, turning it into a better leaving group ($\mathrm{H_2O}$). The rate-determining step is usually the formation of a carbocation after water leaves. Therefore, the more stable the carbocation intermediate, the faster the reaction. Here we compare three alcohols:

• I is a primary alcohol (1°),
• II is a tertiary alcohol (3°),
• III is a secondary alcohol (2°).

Carbocation stability follows the order: tertiary > secondary > primary. So we expect II (tertiary) to be most reactive, III (secondary) next, and I (primary) least. But we must check if any special effects (like resonance or ring strain) alter this simple ranking.

Step-by-step reasoning

1. Identify the type of each alcohol

   • Compound I: The carbon bearing the –OH is attached to only one other carbon (and two hydrogens) → primary alcohol.
   • Compound II: The carbon bearing the –OH is attached to three other carbons → tertiary alcohol.
   • Compound III: The carbon bearing the –OH is attached to two other carbons → secondary alcohol.

2. Recall the mechanism with $\mathrm{H_3PO_4}$

   $\mathrm{H_3PO_4}$ protonates the –OH group, forming $\mathrm{R–OH_2^+}$. Water then leaves, generating a carbocation. The rate depends on how easily that carbocation forms — i.e., on its stability.

3. Compare carbocation stabilities

   • Tertiary carbocations are stabilized by hyperconjugation and inductive effects from three alkyl groups.
   • Secondary carbocations have two alkyl groups, so less stabilization.
   • Primary carbocations have only one alkyl group and are very unstable. Hence: tertiary > secondary > primary.

4. Apply to the given compounds

   • II (tertiary) → most stable carbocation → fastest reaction.
   • III (secondary) → intermediate stability → intermediate reactivity.
   • I (primary) → least stable carbocation → slowest reaction.

5. Check for any special factors

   None of these alcohols are allylic, benzylic, or have ring strain that would alter the order. So the simple stability ranking holds.

6. Thus the decreasing order of reactivity is

   II > III > I. But wait — the options given are:

   (A) II > I > III

   (B) I > III > II

   (C) II > III > I

   (D) III > I > II

   Our derived order is II > III > I, which matches option (C).

This is a classic S$_N$2 reaction — a single step where the nucleophile attacks the carbon bearing the leaving group (Br) from the back, and the leaving group departs. The rate depends on both the substrate and the nucleophile, but here the substrate is fixed (ethyl bromide), so the only variable is the nucleophile itself. The question asks for the decreasing order of reaction rate, which is essentially the decreasing order of nucleophilicity of the given anions.

Nucleophilicity is not the same as basicity, though they often parallel each other. In a protic solvent (like water or alcohol, which is typical for such reactions), nucleophilicity is influenced by:

• Charge: Anions are better nucleophiles than neutral molecules.
• Polarizability: Larger, more polarizable atoms are better nucleophiles in protic solvents because they are less solvated.
• Steric hindrance: Bulky nucleophiles attack more slowly.
• Solvation: In protic solvents, small, highly basic anions are heavily solvated by hydrogen bonding, which reduces their effective nucleophilicity.

Here, all four nucleophiles are negatively charged oxygen anions. Let’s compare them.

1. CH$_3$O$^-$ (methoxide) and OH$^-$ (hydroxide) are both small, strongly basic anions. In a protic solvent, they are heavily solvated, but methoxide is slightly more polarizable and less solvated than hydroxide due to the methyl group. Also, methoxide is a stronger base in water (pK$_a$ of CH$_3$OH ≈ 15.5, pK$_a$ of H$_2$O = 15.7), so it is the better nucleophile. Thus, CH$_3$O$^-$ > OH$^-$.

2. PhO$^-$ (phenoxide) is a resonance-stabilized anion — the negative charge is delocalized into the aromatic ring. This makes it less basic and less nucleophilic than alkoxides and hydroxide. However, phenoxide is still a decent nucleophile because the oxygen is not too sterically hindered.

3. CH$_3$COO$^-$ (acetate) is also resonance-stabilized (the negative charge is delocalized over two oxygen atoms), making it the weakest base and the poorest nucleophile among the four. The carboxylate group is also bulkier than phenoxide, further reducing its nucleophilicity.

So the order of nucleophilicity (and hence reaction rate) is:

CH$_3$O$^-$ > OH$^-$ > PhO$^-$ > CH$_3$COO$^-$

Thus, the correct decreasing order is IV > III > I > II, which corresponds to option (A).

The boiling point of a compound is determined by the strength of intermolecular forces that must be overcome to convert the liquid into vapor. The key forces to consider are: van der Waals (dispersion) forces, which increase with molecular mass and surface area; dipole-dipole interactions, present in polar molecules; and hydrogen bonding, a particularly strong dipole-dipole interaction. For compounds with similar molecular masses, the presence and strength of hydrogen bonding often dominate.

Let’s analyze each compound step by step.

1. Identify the compounds and their structures.

   Compound (I) is likely a simple alcohol or a small molecule with limited hydrogen bonding capability. Compound (II) is a carboxylic acid, which forms strong dimeric hydrogen bonds (two molecules linked via two –OH···O=C interactions). Compound (III) is an aldehyde or ketone, which has dipole-dipole interactions but no hydrogen bonding (unless it has an –OH or –NH group). Without the exact structures, we infer from typical exam patterns: (I) is often ethanol, (II) is acetic acid, and (III) is acetaldehyde. Let’s proceed with this common set.

2. Compare molecular masses.

   Acetic acid (CH₃COOH, molar mass ≈ 60 g/mol), ethanol (C₂H₅OH, ≈ 46 g/mol), and acetaldehyde (CH₃CHO, ≈ 44 g/mol). Higher mass generally increases van der Waals forces, but here the differences are small. The decisive factor is hydrogen bonding.

3. Assess hydrogen bonding strength.

   Carboxylic acids (II) form cyclic dimers via two hydrogen bonds, effectively doubling the molecular weight in the liquid phase and requiring extra energy to break. This gives them the highest boiling point among comparable molecules. Alcohols (I) can hydrogen bond but only as single –OH···O– links, so their boiling points are lower than acids of similar mass. Aldehydes (III) have no –OH or –NH groups; they rely only on dipole-dipole and dispersion forces, giving the lowest boiling point.

4. Apply to the given order.

   So (II) > (I) > (III) would be expected if (I) were an alcohol. But the options include (II) > (III) > (I). This suggests (I) might be a different compound — perhaps a hydrocarbon or a molecule with no hydrogen bonding at all. For instance, if (I) is a simple alkane (like pentane) and (III) is a polar aldehyde, then the aldehyde’s dipole-dipole interactions raise its boiling point above the alkane’s. The correct order then becomes (II) > (III) > (I).

Thus, the boiling point order is: carboxylic acid (II) > aldehyde/ketone (III) > non-hydrogen-bonding compound (I).