Masterclass: 25 Ultra-Challenging JEE Advanced Problems on Alkenes
From highly specific stereochemical additions to aggressive carbocation rearrangements and advanced ozonolysis deductions. Master the heart of Electrophilic Addition.
Alkenes are the energetic workhorses of organic synthesis. Their electron-rich pi-bond invites electrophilic attack, leading to a cascade of fascinating intermediates. To conquer JEE Advanced, you must perfectly predict Regioselectivity (Markovnikov rules) and Stereospecificity (Syn vs. Anti additions), while remaining ever-vigilant for unexpected skeletal rearrangements.
View Solution
Step 1: Initial Protonation
The pi-bond attacks the ${H^+}$ ion. According to Markovnikov's rule, the proton attaches to the terminal carbon (C1) to generate a secondary ($2^{\circ}$) carbocation at C2: $({CH_3})_3C-C^+H-{CH_3}$.
Step 2: The 1,2-Methyl Shift
The $2^{\circ}$ carbocation is adjacent to a quaternary carbon bearing three methyl groups. To achieve greater thermodynamic stability, one of the methyl groups takes its bonding electron pair and migrates to the adjacent positively charged carbon (a 1,2-alkyl shift).
Step 3: The New Intermediate and Attack
This rearrangement transforms the $2^{\circ}$ carbocation into a highly stabilized tertiary ($3^{\circ}$) carbocation: $({CH_3})_2C^+-CH({CH_3})_2$.
The chloride nucleophile (${Cl^-}$) then attacks this new, vastly more stable tertiary center.
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Step 1: Protonation
The double bond of the vinyl group ($-CH=CH_2$) attacks the proton. The hydrogen adds to the terminal carbon to form a secondary carbocation adjacent to the five-membered ring: cyclopentyl-${C^+H-CH_3}$.
Step 2: Ring Expansion
A 5-membered ring has some angle and torsional strain. A 6-membered ring (cyclohexane in chair form) is virtually strain-free. The $C-C$ bond of the 5-membered ring migrates to the external carbocation, expanding the ring to 6 members. The positive charge shifts to the carbon that lost the bond.
Step 3: Final Product
The newly formed intermediate is a 1-methylcyclohexyl cation (a highly stable $3^{\circ}$ carbocation embedded in a strain-free 6-membered ring). Water attacks this tertiary carbon, followed by deprotonation.
View Solution
Step 1: The Cyclic Bromonium Ion
The pi-electrons attack the polarizable ${Br_2}$ molecule. Instead of forming a planar carbocation, the massive Bromine atom uses a lone pair to instantly bond back to the other carbon, forming a bridged, 3-membered cyclic bromonium ion. This locks the initial cis or trans geometry in place.
Step 2: The Anti-Attack
The expelled bromide ion (${Br^-}$) must now act as a nucleophile. To open the strained 3-membered ring, it must attack from the side strictly opposite (anti) to the massive bridging Bromine atom via an $S_N2$-like trajectory.
Step 3: Stereochemical Outcome
- For trans-2-butene: The two methyl groups are on opposite sides. When anti-addition occurs, the resulting 3D structure, when rotated into a standard Fischer projection, places both Bromines on the same side. This creates an internal plane of symmetry, yielding the meso-2,3-dibromobutane.
- For cis-2-butene: The methyl groups are on the same side. Anti-addition breaks any potential symmetry, resulting in an equal mixture of two non-superimposable mirror images (a racemic mixture).
View Solution
Step 1: Formation of Mercurinium Ion
The electrophile is ${^+HgOAc}$. The pi-bond attacks it, and similar to bromination, the mercury atom immediately forms a cyclic, 3-membered mercurinium ion intermediate.
Step 2: The Blockade
Because the intermediate is a bridged ring and not an open, planar carbocation, the carbon skeleton is securely locked. The adjacent methyl groups physically cannot migrate because the target carbon does not possess a true, empty p-orbital. The positive charge is heavily shared with the Mercury atom.
Step 3: Regioselective Attack
The highly substituted carbon in the 3-membered ring holds more partial positive charge. Water (${H_2O}$) attacks this carbon (Markovnikov regioselectivity) via an anti-trajectory, opening the ring. Subsequent reduction by ${NaBH_4}$ replaces the mercury group with a Hydrogen atom, leaving the carbon skeleton entirely unchanged.
View Solution
Step 1: The Hydroboration Step (Syn-Addition)
The Boron atom (electrophile) and a Hydrogen atom from ${BH_3}$ add across the double bond simultaneously via a 4-centered, concerted transition state. Because they add at the exact same time, they must attach to the same face of the ring (Syn-addition).
Steric factors dictate that the bulky Boron group attaches to the less hindered carbon (the ${-CH_2}$ carbon), while the Hydrogen attaches to the more substituted carbon (the one bearing the methyl group).
Step 2: The Oxidation Step (Retention of Configuration)
The hydroperoxide anion (${HOO^-}$) attacks the Boron. A fascinating alkyl migration occurs where the carbon-boron bond breaks, and the carbon migrates to the adjacent oxygen atom. This migration occurs with strict retention of stereochemical configuration.
Step 3: Final Structure
The resulting alcohol has the hydroxyl group (${-OH}$) on the less substituted carbon, and it sits on the exact same face (syn) as the newly added Hydrogen atom. Consequently, the Methyl group on the adjacent carbon must be pushed to the opposite face (anti to the hydroxyl group).
View Solution
Step 1: The Radical Propagation Steps
Step A: Addition of the halogen radical to the pi-bond to form a carbon radical.
Step B: Abstraction of a Hydrogen atom from ${HX}$ by the carbon radical to form the final product and regenerate the halogen radical.
Step 2: Analyzing Hydrogen Chloride (${HCl}$)
The ${H-Cl}$ bond is exceptionally strong ($431 \text{ kJ/mol}$). While the chlorine radical adds easily to the alkene (Step A is exothermic), the resulting carbon radical lacks the thermodynamic power to rip the tightly bound Hydrogen atom away from Chlorine. Thus, Step B is highly endothermic, and the chain reaction dies instantly. The system defaults to standard ionic Markovnikov addition.
Step 3: Analyzing Hydrogen Iodide (${HI}$)
The ${H-I}$ bond is very weak, so Step B is highly exothermic. However, the massive Iodine radical (${I^{\bullet}}$) is so stable and unreactive that it refuses to attack the electron-rich pi-bond of the alkene. Instead, two iodine radicals simply pair up to form ${I_2}$ gas. Thus, Step A is highly endothermic, killing the chain.
View Solution
Step 1: Formation of the Asymmetric Bromonium Ion
The pi-bond attacks ${Br_2}$ to form a cyclic, 3-membered bromonium ion. However, because the alkene is unsymmetrical, the bridged intermediate is skewed. The $C-Br$ bond to the tertiary carbon is significantly longer and weaker than the bond to the primary carbon.
Step 2: Charge Distribution
Because the bond to the tertiary carbon is stretched, that specific carbon bears a significant amount of partial positive charge ($\delta+$). It highly resembles a tertiary carbocation, achieving stability via hyperconjugation from the adjacent methyl groups.
Step 3: Nucleophilic Attack
Water (${H_2O}$) is the solvent, meaning its concentration is massively higher than the trace bromide ions (${Br^-}$). Water acts as the nucleophile. Despite the severe steric hindrance, the water molecule is electrostatically drawn to the tertiary carbon because that is where the vast majority of the positive charge resides.
View Solution
Step 1: Deduce the Structure from Reductive Data
Products of reductive ozonolysis (${O_3}$ then ${Zn/H_2O}$) are Acetone (${(CH_3)_2C=O}$) and Pentanal (${CH_3CH_2CH_2CH_2-CH=O}$).
To find the original alkene, simply align the oxygen atoms of the two carbonyl groups and "erase" them, forming a double bond between the two carbon atoms.
Structure of X: $({CH_3})_2C = CH-CH_2CH_2CH_2CH_3$ (2-methyl-2-heptene).
Step 2: Analyze Oxidative Workup
If the secondary workup uses an oxidizing agent like ${H_2O_2}$ or hot ${KMnO_4}$, any aldehydes produced during the initial cleavage are aggressively oxidized further into carboxylic acids. Ketones, however, are stable and strongly resist further oxidation under these conditions.
Step 3: Apply to Products
- Acetone is a ketone. It remains exactly as Acetone.
- Pentanal is an aldehyde. It is immediately oxidized to Pentanoic acid (${CH_3CH_2CH_2CH_2-COOH}$).
View Solution
Step 1: Epoxidation
The peroxyacid (mCPBA) transfers an oxygen atom to the pi-bond in a concerted, single-step mechanism. This forms a 3-membered oxirane (epoxide) ring fused to the cyclohexane ring. Due to the concerted nature, the oxygen bridges one specific face (e.g., sticking "up").
Step 2: Protonation
Upon adding aqueous acid, the epoxide oxygen uses a lone pair to grab a proton (${H^+}$), becoming highly activated and bearing a positive charge.
Step 3: Ring Opening (Backside Attack)
Water (${H_2O}$) acts as a nucleophile to open the highly strained, protonated epoxide ring. Because the bulky oxygen bridge physically blocks the front face, the water molecule is forced to attack from the bottom face (anti-attack) via an $S_N2$-like trajectory.
Step 4: Final Stereochemistry
After a final deprotonation, the molecule has two hydroxyl groups (${-OH}$) attached to adjacent carbons. Because the water attacked from the bottom while the original oxygen was pushed to the top, the two hydroxyl groups are rigidly set in an anti (trans) relationship.
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Step 1: The Concerted Cycloaddition
${OsO_4}$ contains a central highly oxidized Osmium atom double-bonded to four Oxygens. When it reacts with an alkene, two of these Oxygen atoms attack the pi-bond simultaneously in a concerted $[3+2]$ cycloaddition.
Step 2: The Osmate Ester Intermediate
This concerted addition forms a stable, cyclic Osmate Ester (a 5-membered ring containing Carbon, Carbon, Oxygen, Osmium, and Oxygen). Because both oxygen atoms are tethered to the same central Osmium atom during the attack, it is physically impossible for them to reach around to opposite sides of the alkene. They are locked onto the exact same face.
Step 3: Hydrolysis
The subsequent step using a reducing agent like ${NaHSO_3}$ simply cleaves the Osmium-Oxygen bonds, replacing the heavy metal with Hydrogen atoms. The carbon-oxygen bonds are completely undisturbed, perfectly preserving the syn geometry.
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Step 1: Radical Generation and Abstraction
The NBS generates a Bromine radical (${Br^{\bullet}}$). This radical abstracts a hydrogen atom from the weakest $C-H$ bond in 1-butene. The weakest bond is at the allylic carbon (C3), right next to the double bond.
Step 2: The Resonance-Stabilized Intermediate
Abstraction yields an allylic free radical: ${CH_2=CH-C^{\bullet}H-CH_3}$.
This radical is highly stable because the single electron delocalizes across the pi-system via resonance, creating a secondary resonance structure: ${^{\bullet}CH_2-CH=CH-CH_3}$.
Step 3: Bromine Attack (Two Pathways)
Because the radical intermediate has high electron density at two different carbons (C3 and C1), the incoming ${Br_2}$ molecule can be attacked by either site.
- Attack at C3 yields: 3-bromo-1-butene (Kinetic product).
- Attack at C1 yields: 1-bromo-2-butene (Thermodynamic product, as the internal double bond is more stable).
View Solution
Step 1: The Common Allylic Carbocation
Protonation of 1,3-butadiene yields a resonance-stabilized allylic carbocation: $[{CH_3-C^+H-CH=CH_2} \leftrightarrow {CH_3-CH=CH-C^+H_2}]$. The positive charge is shared between C2 and C4.
Step 2: Kinetic Control ($-80^{\circ}\text{C}$)
At extremely low temperatures, there is insufficient thermal energy to reverse any bond formations. The product that forms fastest (lowest activation energy) dominates. The bromide ion attacks C2 faster because it is physically closer to the site of initial protonation (proximity effect) and C2 bears more partial positive charge. This rapidly forms the 1,2-adduct. This is Kinetic Control.
Step 3: Thermodynamic Control ($+40^{\circ}\text{C}$)
At higher temperatures, sufficient thermal energy is available to break the newly formed $C-Br$ bonds. Both the 1,2-adduct and 1,4-adduct rapidly ionize back into the allylic carbocation. An equilibrium is established. The 1,4-adduct has an internal, disubstituted double bond, making it vastly more thermodynamically stable than the terminal double bond of the 1,2-adduct. The system funnels into this lower energy state. This is Thermodynamic Control.
View Solution
Step 1: The Conformational Requirement
Zinc metal inserts into the $C-Br$ bond, creating an organozinc intermediate that rapidly expels the second bromide ion. For the electrons to flow smoothly and form the new pi-bond, the two Bromine atoms must be oriented anti-periplanar to each other in the reactive Newman projection.
Step 2: Analyzing the Meso Compound
Draw the meso-isomer. Rotate the central $C-C$ single bond until the two Bromine atoms are anti ($180^{\circ}$ apart). In this specific reactive conformation, you will observe that the two massive Methyl groups are forced to lie on opposite sides of the molecule. As the elimination occurs and the geometry flattens into an $sp^2$ plane, the methyl groups remain on opposite sides, locking into the trans-alkene geometry.
Step 3: Analyzing the Racemic Mixture
Take the (2R,3R)-isomer. Rotate the bond until the Bromines are anti. In this reactive conformation, you will find that the two Methyl groups are forced to lie on the same side of the molecule. The resulting elimination locks them into the cis-alkene geometry.
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Step 1: The Concerted Mechanism
The diene (4 pi electrons) and the dienophile (2 pi electrons) approach each other in parallel planes. The electrons shift in a cyclic transition state to form two new sigma bonds and one new pi bond simultaneously.
Step 2: The Stereospecificity Rule
The defining rule of the Diels-Alder reaction is that it is absolutely stereospecific with respect to the dienophile. Whatever geometric relationship exists in the dienophile is perfectly conserved in the final cyclic adduct.
Step 3: Conclusion
Maleic anhydride is a cis-dienophile (the two carbonyl groups are locked on the same side of the double bond by the anhydride ring). Therefore, in the final cyclohexene adduct, those two groups must remain strictly cis to each other.
View Solution
Step 1: Alkene Stability Rules
Alkene stability is primarily governed by Hyperconjugation (the more alkyl groups attached to the $sp^2$ carbons, the more stable the alkene) and Steric hindrance (cis is less stable than trans).
Step 2: Evaluate Each Alkene
1. 2,3-dimethyl-2-butene: Tetrasubstituted (12 alpha-hydrogens). Exceptionally stable. (Lowest $\Delta H$).
2. trans-2-butene: Disubstituted (6 alpha-hydrogens). Alkyl groups are far apart, minimizing sterics.
3. cis-2-butene: Disubstituted (6 alpha-hydrogens). Alkyl groups are on the same side, creating slight steric repulsion (van der Waals strain), making it less stable than the trans isomer.
4. 1-butene: Monosubstituted (only 2 alpha-hydrogens). Highly unstable. (Highest $\Delta H$).
Step 3: Arrange by Heat of Hydrogenation
Since least stable = highest heat released:
View Solution
Step 1: Determine Polarity of ICl
Chlorine is significantly more electronegative than Iodine. Therefore, the bond is polarized as ${I^{\delta+} - Cl^{\delta-}}$. The Iodine atom acts as the primary electrophile.
Step 2: Electrophilic Attack
The pi-electrons of propene attack the electrophilic Iodine (${I^+}$). According to Markovnikov's rule, the electrophile adds to the terminal carbon (C1) to generate the more stable secondary carbocation at C2 (or a bridged iodonium ion where the secondary carbon bears the most positive charge).
Step 3: Nucleophilic Attack
The nucleophilic Chloride ion (${Cl^-}$) then attacks the highly stabilized secondary carbon.
View Solution
Step 1: Initiation of Isobutylene
A proton (${H^+}$) attacks the double bond of isobutylene, forming the tert-butyl carbocation [${(CH_3)_3C^+}$]. This tertiary carbocation is immensely stabilized by hyperconjugation (9 alpha-hydrogens) and inductive effects.
Step 2: Propagation
This stable tertiary carbocation acts as a potent electrophile, attacking the pi-bond of another isobutylene molecule. This forms a new, larger molecule that also ends in a highly stable tertiary carbocation, allowing the chain to grow continuously.
Step 3: The Failure of Ethylene
If a proton attacks ethylene, it would form an ethyl carbocation (${CH_3-C^+H_2}$). Primary carbocations are highly unstable and energetically prohibitive to form in solution without extreme forcing conditions. Because the initiating and propagating intermediates are too unstable, cationic polymerization of simple unbranched alkenes fails.
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Step 1: Generation of the Intermediate
The Zinc inserts into one of the $C-I$ bonds of diiodomethane, forming an organozinc compound: ${I-CH_2-Zn-I}$. This complex is known as a Carbenoid. It acts exactly like a free methylene carbene ($:CH_2$), but is much more stable and controllable because the metal atom remains partially attached.
Step 2: The Cycloaddition
The carbenoid complex delivers the $CH_2$ unit directly to the pi-bond of the cyclohexene. Because the delivery is concerted (both new $C-C$ bonds form simultaneously), the reaction is strictly stereospecific, resulting exclusively in a syn-addition.
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Step 1: The Common Intermediate
The pi-bond attacks ${Br_2}$ to form the standard, highly reactive cyclic bromonium ion intermediate spanning the two carbons.
Step 2: The Nucleophilic Swarm
To open the bromonium ring, a nucleophile must attack. In this specific beaker, there are three distinct nucleophiles available:
1. The Bromide ion (${Br^-}$) generated in step 1.
2. The Methanol solvent (${CH_3OH}$), present in massive, overwhelming excess.
3. The dissolved Chloride ions (${Cl^-}$) from the added salt.
Step 3: The Three Pathways
- Attack by ${Br^-}$ yields: 1,2-dibromoethane (${Br-CH_2-CH_2-Br}$).
- Attack by ${CH_3OH}$ yields: 1-bromo-2-methoxyethane (${Br-CH_2-CH_2-OCH_3}$) after deprotonation.
- Attack by ${Cl^-}$ yields: 1-bromo-2-chloroethane (${Br-CH_2-CH_2-Cl}$).
View Solution
Step 1: The Common Start
${I_2}$ forms a cyclic iodonium ion. The acetate ion (${OAc^-}$) attacks via anti-addition, opening the ring to yield trans-1-acetoxy-2-iodocyclohexane.
Step 2: Neighboring Group Participation
The carbonyl oxygen of the acetate group swings around and performs an internal $S_N2$ attack, kicking out the Iodine atom. This forms a highly strained, bridged cyclic acetoxonium ion.
Step 3: Prรฉvost (Dry Conditions)
In dry acetic acid, a second acetate ion from the solution acts as the nucleophile. It attacks the bridged acetoxonium ion from the backside (anti-attack). This second inversion of stereochemistry results in a trans-diacetate, which hydrolyzes to a trans-diol.
Step 4: Woodward (Wet Conditions)
When water is present, water attacks the highly electrophilic central carbon of the bridged acetoxonium ring directly (not the ring carbons). This collapses the bridge into a cyclic orthoester intermediate, which then hydrolyzes open on the same face. Because both oxygens originated from that single bridged structure on the same face, it yields a cis-diol.
Reaction A: ${BD_3 \cdot THF}$ followed by ${H_2O_2 / OH^-}$
Reaction B: ${BH_3 \cdot THF}$ followed by ${D_2O_2 / OD^-}$
View Solution
Reaction A Analysis:
The reagent is ${BD_3}$. Therefore, Boron and a Deuterium ($D$) atom add syn across the double bond. Boron goes to the less substituted carbon, and Deuterium goes to the more substituted carbon (bearing the methyl group).
The workup is ${H_2O_2}$. This rips off the Boron and replaces it exactly with an $-OH$ group.
Product A: The molecule has a $D$ atom on the tertiary carbon, and an $-OH$ group on the secondary carbon. They are trans to each other (anti-Markovnikov, syn-addition).
Reaction B Analysis:
The reagent is ${BH_3}$. Therefore, Boron and a standard Hydrogen ($H$) atom add syn. Boron goes to the less substituted carbon, Hydrogen to the tertiary carbon.
The workup is ${D_2O_2 / OD^-}$. This rips off the Boron and replaces it exactly with an $-OD$ group.
Product B: The molecule has an $H$ atom on the tertiary carbon, and an $-OD$ group on the secondary carbon. They are trans to each other.
View Solution
Step 1: Alkene Protonation
Protonating 1-butene yields a secondary alkyl carbocation (${CH_3-CH_2-C^+H-CH_3}$). The $sp^2$ hybridized carbon stabilizes the positive charge well via hyperconjugation from 5 alpha-hydrogens.
Step 2: Alkyne Protonation
Protonating 1-butyne would theoretically yield a secondary vinylic carbocation (${CH_3-CH_2-C^+=CH_2}$). In a vinylic cation, the positive charge resides on an $sp$ hybridized carbon. Because $sp$ orbitals have $50\%$ s-character, they hold electrons extremely tightly to the nucleus. An atom that strongly wants electrons absolutely hates bearing a positive charge.
Step 3: The Role of Mercury
Because forming a vinylic carbocation has an insurmountable activation energy barrier, the reaction fails. Adding ${Hg^{2+}}$ provides a massive, polarizable electrophile that forms a stable, bridged cyclic mercurinium-like intermediate across the triple bond, bypassing the need for a free vinylic cation entirely.
View Solution
Step 1: Protonation
The terminal double bond of 1-butene attacks a proton from the acid, forming a secondary carbocation at C2: ${CH_3-CH_2-C^+H-CH_3}$.
Step 2: The E1 Elimination Choice
The conjugate base (or water) can now act as a weak base to abstract a beta-hydrogen, restoring the double bond. It has two choices:
1. Abstract a proton from C1: Restores the original 1-butene.
2. Abstract a proton from C3: Forms an internal double bond, yielding 2-butene.
Step 3: Thermodynamic Funneling
Because the internal 2-butene is significantly more stable (more highly substituted, greater hyperconjugation) than the terminal 1-butene, the E1 elimination heavily favors forming 2-butene. Furthermore, between the cis and trans isomers of 2-butene, the trans isomer minimizes steric strain, making it the absolute global thermodynamic minimum of the system.
View Solution
Step 1: Evaluate the Epoxide
The epoxide is formed across C1 and C2 of the cyclohexane ring. Both carbons bear a methyl group. Therefore, both carbons are tertiary and equally substituted. Wait, 1,2-dimethylcyclohexene has two methyls on the double bond. Yes, they are equally substituted.
Step 2: Basic Conditions ($S_N2$ Mechanism)
Under basic conditions, the strong nucleophile (${CH_3O^-}$) attacks the epoxide ring directly via a classic $S_N2$ trajectory. Because both carbons are tertiary, there is no purely electronic preference.
Step 3: Backside Attack
The methoxide ion attacks from the face opposite to the oxygen bridge. It hits one of the tertiary carbons, inverting its stereochemistry (pushing the methyl group to the same face as the breaking oxygen bridge), while the other carbon's stereochemistry remains unchanged.
View Solution
Step 1: Analyze Ozonolysis Products
Formaldehyde (${H_2C=O}$) indicates the original alkene had a terminal methylene group (${=CH_2}$).
The other product is a ketone Z. Since X has 8 carbons, and formaldehyde took 1, ketone Z must have 7 carbons (${C_7H_{14}O}$).
Because Z is a ketone, the double bond was attached to a secondary, internal carbon. Z is also chiral.
Step 2: Construct Chiral Ketone Z
To be a 7-carbon chiral ketone, the carbonyl group must be attached to a chiral center.
Possible structure for Z: 3-methyl-2-hexanone. $CH_3-CO-CH(CH_3)-CH_2-CH_2-CH_3$. The C3 carbon is chiral (bonded to H, Methyl, Propyl, and Acetyl groups).
Step 3: Reconstruct Alkene X
Combine Z and Formaldehyde: Erase the oxygens and connect the double bonds.
Structure of X: $CH_2=C(CH_3)-CH(CH_3)-CH_2-CH_2-CH_3$ (Wait, if Z was 3-methyl-2-hexanone, connecting formaldehyde to the C2 carbonyl makes it: $CH_2=C(CH_3)-CH(CH_3)-CH_2-CH_2-CH_3$. This is 2,3-dimethyl-1-hexene. It has a chiral center at C3.
Step 4: Verify Hydrogenation Constraint
The problem states hydrogenation yields an optically INACTIVE alkane Y.
Hydrogenating 2,3-dimethyl-1-hexene yields 2,3-dimethylhexane: $CH_3-CH(CH_3)-CH(CH_3)-CH_2-CH_2-CH_3$. C3 is still chiral! (Bonded to H, Methyl, Isopropyl, Propyl). This means Y is active. Our guess for Z was wrong.
Step 5: Revise Ketone Z
We need a ketone Z that, upon hydrogenation of its corresponding alkene, loses its chirality. This means the hydrogenation must make two previously different groups identical.
Hydrogenation turns the vinyl group (${-C(CH_3)=CH_2}$) into an isopropyl group (${-CH(CH_3)_2}$).
Therefore, for the alkane to be achiral (possess a plane of symmetry or two identical groups), the other group attached to the chiral center must already be an isopropyl group!
Let Z be: 3,4-dimethyl-2-pentanone: $CH_3-CO-CH(CH_3)-CH(CH_3)_2$. (C3 is chiral).
Reconstruct X: $CH_2=C(CH_3)-CH(CH_3)-CH(CH_3)_2$. (3,4,4-trimethyl-1-pentene? No, 3,4-dimethyl-2-isopropyl-1-butene? Name is 2,3,4-trimethyl-1-pentene).
Hydrogenate X: Yields 2,3,4-trimethylpentane: $CH_3-CH(CH_3)-CH(CH_3)-CH(CH_3)_2$. The central carbon C3 is bonded to H, Methyl, and TWO identical Isopropyl groups! C3 loses its chirality. The molecule is achiral.
Mastering the Pi-Bond
Congratulations on conquering these 25 ultra-challenging problems on Alkene chemistry! You have successfully navigated the steric traps of cyclic bromonium ions, the thermodynamic nuances of kinetic vs. thermodynamic control in dienes, and the deep mechanistic logic of anti-Markovnikov hydroboration. Remember, in JEE Advanced, a double bond is never just a simple functional group—it is a dynamic entity prone to fierce carbocation rearrangements and strict stereochemical rules. Keep honing your mechanistic intuition, and visit Chemca.in for more elite masterclasses!
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