What this quiz covers
This quiz focuses on Sn2 Reactions Conditions Stereochemistry Rate, giving you a quick way to practice the rules, question types, and explanations that matter most for Organic Chemistry.
A student performs an SN2 reaction using (R)-2-bromobutane with sodium azide (NaN₃) in DMF solvent at room temperature. After the reaction goes to completion, the student analyzes the stereochemistry of the product and measures the reaction rate. If the same reaction is then performed using (S)-2-bromobutane under identical conditions, which statement best describes the expected results?
Organic Chemistry Quiz
Practice Sn2 Reactions Conditions Stereochemistry Rate in Organic Chemistry with focused quiz questions that help you check what you know, review explanations, and build confidence with test-style prompts.
This quiz focuses on Sn2 Reactions Conditions Stereochemistry Rate, giving you a quick way to practice the rules, question types, and explanations that matter most for Organic Chemistry.
Try each quiz question before looking at the correct answer. Use the explanations to review missed ideas, then come back to similar questions until the pattern feels familiar.
A student performs an SN2 reaction using (R)-2-bromobutane with sodium azide (NaN₃) in DMF solvent at room temperature. After the reaction goes to completion, the student analyzes the stereochemistry of the product and measures the reaction rate. If the same reaction is then performed using (S)-2-bromobutane under identical conditions, which statement best describes the expected results?
Explanation: In SN2 reactions, enantiomeric substrates react at identical rates because they form enantiomeric transition states that have identical energies. Both reactions proceed with complete inversion of configuration at the stereocenter. Starting with (R)-2-bromobutane produces (S)-2-azidobutane, while starting with (S)-2-bromobutane produces (R)-2-azidobutane. The products are enantiomers with opposite absolute configurations. Choice A is wrong because the products are enantiomers, not identical. Choice C is wrong because enantiomeric transition states have equal energies. Choice D is wrong because SN2 reactions proceed with complete inversion, not racemization.
A student performs kinetic studies on the SN2 reaction of benzyl bromide (C₆H₅CH₂Br) with hydroxide ion in different solvents. The relative reaction rates are found to be: water (1.0), methanol (15), DMF (2400), and DMSO (7200). Based on these results and SN2 mechanism principles, which statement provides the most accurate analysis of the solvent effects?
Explanation: When analyzing SN2 reactions across different solvents, you need to focus on how solvents affect nucleophile reactivity. The key insight is understanding the difference between protic and aprotic solvents and their interactions with nucleophiles. In protic solvents like water and methanol, hydrogen bonding occurs between the solvent and the hydroxide nucleophile. This solvation "wraps" the nucleophile in a hydrogen-bonded shell, making it less available for attack on the electrophilic carbon. The nucleophile becomes less "naked" and therefore less reactive. Polar aprotic solvents like DMF and DMSO cannot form hydrogen bonds with anions because they lack hydrogen atoms bonded to highly electronegative atoms. This leaves the hydroxide ion much more nucleophilic - it's essentially "naked" and highly reactive. The dramatic rate increases (2400× and 7200×) reflect this enhanced nucleophilicity. Answer D correctly identifies this fundamental principle. Answer A is wrong because dielectric constant alone doesn't explain the dramatic differences - DMSO and water have similar dielectric constants but vastly different reaction rates. Answer B incorrectly focuses on stabilizing the electrophile rather than the nucleophile effect, which is the dominant factor in SN2 solvent effects. Answer C misidentifies the key interaction - it's the nucleophile solvation that matters most, not leaving group stabilization. Study tip: For SN2 solvent effects, remember "protic = slower nucleophile" due to hydrogen bonding, while "aprotic = faster nucleophile" because the nucleophile stays more reactive.
In a mechanistic study, researchers measure the kinetic isotope effect (KIE) for the SN2 reaction of CD₃CH₂Br versus CH₃CH₂Br with hydroxide ion in aqueous methanol. The deuterated substrate reacts 15% slower than the protiated substrate (kH/kD = 1.15). When the same comparison is made using CD₃CD₂Br versus CH₃CH₂Br, the KIE increases to kH/kD = 1.35. Based on SN2 mechanism principles, which interpretation of these results is most accurate?
Explanation: When you encounter kinetic isotope effect (KIE) questions in SN2 reactions, focus on understanding how isotope substitution affects bond vibrations and hyperconjugation, not bond breaking during the reaction. The correct interpretation (A) recognizes that these are secondary isotope effects. In SN2 reactions, the C-H bonds adjacent to the reaction center don't break, but their vibrational frequencies change as the transition state forms. Deuterium makes C-D bonds vibrate more slowly than C-H bonds, affecting hyperconjugation - the overlap between C-H σ bonds and the developing p-orbital at the reaction center. When you have more deuterium atoms (CD₃CD₂Br vs CD₃CH₂Br), the hyperconjugative stabilization changes more dramatically, explaining why the KIE increases from 1.15 to 1.35. Choice B incorrectly assumes C-H bonds break during SN2 reactions - they don't. The rate-determining step involves only C-Br bond breaking and C-O bond formation. Choice C misidentifies the source as C-C bond stretching, but C-C bonds don't significantly stretch in SN2 mechanisms. Choice D incorrectly focuses on hybridization changes at the reaction center itself, but the isotope substitution is on adjacent carbons, not the reaction center. Remember that secondary isotope effects in SN2 reactions arise from hyperconjugation changes in bonds that remain intact throughout the reaction. The magnitude correlates with the number of deuterium atoms because more C-D bonds mean greater cumulative effects on the transition state stabilization.
In an SN2 reaction between 1-bromo-3-methylbutane and potassium cyanide in DMSO, the reaction rate is measured to be 2.4 × 10⁻³ M⁻¹s⁻¹. When the concentration of 1-bromo-3-methylbutane is doubled and the concentration of KCN is tripled while keeping all other conditions constant, what will be the new reaction rate?
Explanation: SN2 reactions follow second-order kinetics: rate = k[RX][Nu⁻]. The rate depends on both the alkyl halide and nucleophile concentrations. When [RX] is doubled (×2) and [Nu⁻] is tripled (×3), the new rate = k(2[RX])(3[Nu⁻]) = 6 × k[RX][Nu⁻] = 6 × original rate = 6 × 2.4 × 10⁻³ = 1.44 × 10⁻² M⁻¹s⁻¹. Choice A incorrectly assumes first-order dependence on RX only. Choice B gives an incorrect calculation and wrong reasoning about rate constants. Choice D confuses rate with rate constant - the rate constant k remains the same, but the overall reaction rate changes with concentration.
Consider the reaction of 1-bromobutane with sodium cyanide (NaCN). The reaction rate is measured separately in two solvents: N,N-dimethylformamide (DMF) and ethanol. How will the observed rates compare and why?
Explanation: SN2 reactions with anionic nucleophiles are fastest in polar aprotic solvents like DMF. Polar protic solvents like ethanol have acidic protons that form a strong solvent shell around the anionic nucleophile (CN⁻) through hydrogen bonding. This solvation stabilizes the nucleophile, lowering its energy and increasing the activation energy of the reaction. DMF lacks these acidic protons, leaving the CN⁻ anion less solvated, higher in energy, and thus more reactive.
An attempt is made to synthesize 3-azido-2,2,3-trimethylpentane by reacting 3-bromo-2,2,3-trimethylpentane with sodium azide (NaN₃) in DMSO. Which statement best describes the expected outcome?
Explanation: When you encounter substitution reactions involving tertiary carbons, you need to carefully analyze both the substrate structure and the nucleophile to predict the mechanism and outcome. The substrate 3-bromo-2,2,3-trimethylpentane has a tertiary carbon (three methyl substituents) bonded to the bromine. Sodium azide (N3−) is a strong nucleophile that typically undergoes SN2 reactions with primary and secondary substrates. However, SN2 mechanisms require backside attack by the nucleophile, which becomes increasingly difficult as steric hindrance increases around the electrophilic carbon. At a tertiary carbon center, the extreme steric crowding from three bulky substituents effectively blocks the nucleophile's approach path, making SN2 substitution virtually impossible. While DMSO is a polar aprotic solvent that enhances nucleophilicity, it cannot overcome the fundamental geometric constraints of the tertiary substrate. Option A is incorrect because E2 elimination requires a strong base, and azide is primarily nucleophilic rather than basic. Option B wrongly suggests an SN2 inversion could occur at the hindered tertiary center. Option C incorrectly assumes an SN1 mechanism would proceed readily, but tertiary alkyl halides need additional stabilization (like benzylic or allylic resonance) to form stable carbocations under typical SN1 conditions. The correct answer is D because the severe steric hindrance prevents nucleophilic attack, resulting in no reaction or possibly very slow elimination if heated extensively. Study tip: Remember that tertiary carbons are "SN2-dead" due to steric hindrance. Always check the substitution pattern before predicting substitution mechanisms.
When 1-bromopropane is treated with potassium ethoxide (KOEt) in ethanol, ethyl propyl ether is the major product. When treated with potassium tert-butoxide (KOtBu) in tert-butanol, propene is the major product. What is the primary reason for this change in product distribution?
Explanation: When you encounter competing reaction pathways between substitution and elimination, focus on how the base/nucleophile's properties determine the outcome. Both reactions involve the same substrate (1-bromopropane), so the reagent difference drives the selectivity. Potassium tert-butoxide is both a strong base and sterically bulky. The tert-butyl group creates significant steric hindrance around the oxygen atom, making it difficult for KOtBu to approach the electrophilic carbon for backside attack in an SN2 mechanism. However, its strong basicity allows it to easily abstract a proton from the β-carbon, promoting E2 elimination to form propene. In contrast, potassium ethoxide is less hindered and can readily approach the carbon for SN2 substitution, forming ethyl propyl ether. Choice A is incorrect because primary alkyl halides don't undergo SN1 reactions—primary carbocations are too unstable. Choice B mischaracterizes the basicity: tert-butoxide is actually a stronger base than ethoxide, not weaker. The stronger base favors elimination kinetically, not thermodynamically. Choice C incorrectly emphasizes solvent polarity as the determining factor. While solvent can influence reaction rates, the key difference here is the steric and basic properties of the reagent, not the solvent polarity change. Remember this pattern: bulky, strong bases favor elimination (E2) over substitution (SN2) due to steric hindrance preventing nucleophilic attack while maintaining the ability to abstract protons. When analyzing base/nucleophile selectivity, always consider both steric accessibility and basicity strength.
To probe the mechanism of substitution, (S)-2-bromobutane is treated with sodium hydroxide containing isotopically labeled oxygen-18 (Na¹⁸OH). Which statement correctly describes the resulting 2-butanol product?
Explanation: When you encounter a substitution reaction with a chiral substrate, the key is identifying whether the mechanism proceeds via S_N1 or S_N2, as this determines both stereochemistry and which nucleophile attacks. Starting with (S)-2-bromobutane and hydroxide ion, this reaction follows an S_N2 mechanism. Secondary alkyl halides with strong nucleophiles like hydroxide typically undergo S_N2 substitution. In S_N2 reactions, the nucleophile attacks the carbon from the backside (opposite to the leaving group), causing inversion of configuration at the chiral center. Since you start with (S)-2-bromobutane, inversion gives you (R)-2-butanol exclusively. The isotopic labeling with oxygen-18 in Na¹⁸OH allows you to track the nucleophile. Since hydroxide is the attacking nucleophile, the oxygen-18 becomes incorporated into the product alcohol. Answer A is incorrect because S_N2 reactions don't produce racemic mixtures - they give complete inversion, not a 50:50 mixture of stereoisomers. Answer B is wrong because it suggests retention of configuration, which would occur in an S_N1 mechanism (where you'd actually get racemization). Answer D incorrectly suggests the product contains normal oxygen-16, but since the hydroxide nucleophile contains oxygen-18, this isotope must appear in the product. Remember this pattern: S_N2 reactions always involve inversion of stereochemistry and direct incorporation of the nucleophile. When you see isotopic labeling experiments, they're designed to trace exactly which species becomes incorporated into the product, helping confirm the mechanism.
The reaction of 1-iodobutane with silver nitrite (AgNO₂) yields primarily 1-nitrobutane, whereas reaction with sodium nitrite (NaNO₂) yields primarily butyl nitrite. What best explains this difference in product selectivity?
Explanation: When you encounter questions about nucleophilic substitution reactions involving ambidentate nucleophiles (nucleophiles with two potential attacking sites), focus on how the metal cation affects nucleophilicity and bond character. The nitrite ion (NO2−) is ambidentate, meaning it can attack through either nitrogen or oxygen. The key difference lies in how silver versus sodium affects the nucleophile's behavior. In AgNO₂, silver forms a bond with oxygen that has significant covalent character due to silver's intermediate electronegativity and polarizability. This covalent Ag-O interaction effectively "ties up" the oxygen atom, making nitrogen's lone pair the primary nucleophilic site available to attack the carbon center, yielding 1-nitrobutane (C-N bond formation). Option A incorrectly applies hard-soft acid-base theory backwards - if this were the controlling factor, we'd expect the same selectivity regardless of the metal cation. Option B is wrong because 1-iodobutane is a primary alkyl halide that reacts via SN2, not SN1 mechanisms, and doesn't form stable carbocations. Option D oversimplifies the phenomenon - while solvents can influence reactions, the fundamental difference stems from the metal cation's effect on nucleophile availability, not solvent choice alone. The correct answer is C because the covalent character of the Ag-O bond makes nitrogen the dominant nucleophilic site, while in sodium nitrite, the more ionic Na-O interaction leaves oxygen more available for nucleophilic attack. Study tip: Remember that metal cations can dramatically alter nucleophile selectivity by affecting bond character and electron availability - always consider how the counterion influences the nucleophile's reactive sites.
The Finkelstein reaction, such as the conversion of 1-chlorobutane to 1-iodobutane using NaI in acetone, is an equilibrium process. What is the primary reason this reaction proceeds to completion?
Explanation: When you encounter questions about the Finkelstein reaction, remember that understanding why equilibrium reactions go to completion requires thinking about what removes products from the reaction mixture. The Finkelstein reaction works because of a clever solvent choice that exploits solubility differences. When 1-chlorobutane reacts with NaI in acetone, the reaction produces 1-iodobutane and NaCl. The key insight is that acetone is a polar aprotic solvent that dissolves organic halides and NaI well, but NaCl is essentially insoluble in acetone and precipitates out as a white solid. According to Le Châtelier's principle, removing NaCl from solution shifts the equilibrium toward products, driving the reaction to completion. Let's examine why the other options miss the mark. Choice A incorrectly focuses on nucleophile strength - while iodide is indeed a better nucleophile than chloride, this alone wouldn't drive an equilibrium reaction to completion since the reverse reaction would still occur. Choice C gets the thermodynamics backward - the weaker C-I bond actually makes the product less thermodynamically stable, not more. Choice D mentions acetone's ability to solvate ions, but this affects both forward and reverse reactions similarly and doesn't explain why the equilibrium shifts. Study tip: For halide exchange reactions, always consider solubility! The Finkelstein reaction is a classic example of using precipitation to drive equilibrium. Remember that NaCl and NaBr are poorly soluble in acetone, while NaI dissolves well - this solubility pattern determines which direction these reactions can proceed.
Which statement best explains why the SN2 reaction rate of 1-bromopropane is faster than that of 2-bromopropane, which in turn is much faster than that of 1-bromo-2,2-dimethylpropane (neopentyl bromide)?
Explanation: When analyzing SN2 reaction rates, you need to focus on how steric hindrance affects the transition state energy. SN2 reactions proceed through a single concerted step where the nucleophile attacks the carbon while the leaving group departs simultaneously. The correct answer is B because steric hindrance directly determines how easily the nucleophile can approach the electrophilic carbon. In 1-bromopropane (primary), there's minimal steric crowding around the reaction center, allowing easy nucleophilic attack. 2-bromopropane (secondary) has more steric hindrance from the additional methyl group, raising the transition state energy and slowing the reaction. Neopentyl bromide, though technically primary, has three bulky methyl groups on the β-carbon that severely block nucleophilic approach, making it the slowest. Option A incorrectly focuses on ground-state stability rather than transition state effects. SN2 rates aren't determined by starting material stability but by the energy barrier to reach the transition state. Option C confuses SN2 with SN1 mechanisms. SN2 reactions don't involve partial positive charges or carbocation-like character in the transition state—the mechanism is concerted with simultaneous bond breaking and forming. Option D also incorrectly invokes SN1 thinking. Neopentyl bromide doesn't rearrange through carbocation intermediates in SN2 conditions; it's simply too sterically hindered for the concerted mechanism to proceed efficiently. Remember: SN2 rates depend on sterics, not electronics. The more crowded the reaction center, the higher the activation energy and the slower the reaction.
The SN2 reaction of 1-chlorobutane is carried out separately with equimolar amounts of NaSH and NaOH in ethanol. Why is the rate of formation of 1-butanethiol significantly faster than the rate of formation of 1-butanol?
Explanation: Nucleophilicity trends are key here. When comparing nucleophiles from the same group in the periodic table (like O and S) in a polar protic solvent (like ethanol), the larger atom is the better nucleophile. This is because the larger atom (S) is more polarizable, meaning its electron cloud can be more easily distorted to form a bond in the transition state. Additionally, the smaller, more charge-dense OH⁻ ion is more heavily solvated by ethanol via hydrogen bonding, which stabilizes it and makes it less reactive.
The SN2 reaction of methyl iodide with sodium hydroxide has a rate constant k. If the initial concentration of methyl iodide is doubled and the initial concentration of sodium hydroxide is tripled, what will be the new initial rate of reaction relative to the original rate?
Explanation: When you encounter SN2 reaction kinetics problems, remember that SN2 reactions follow second-order kinetics, meaning the rate depends on the concentrations of both reactants. The rate law for the SN2 reaction between methyl iodide (CH₃I) and hydroxide ion (OH⁻) is: Rate=k[CH₃I][OH⁻] To find how the rate changes, you need to substitute the new concentrations into this rate law. If the initial concentration of methyl iodide is doubled (2×) and the initial concentration of sodium hydroxide is tripled (3×), the new rate becomes: New Rate=k[2×CH₃I][3×OH⁻]=k×2×3×[CH₃I][OH⁻]=6×Original Rate Therefore, answer D is correct - the new rate will be 6 times the original rate. Answer A (9 times) incorrectly assumes you square one of the concentration changes (3² = 9) or multiply the changes incorrectly. Answer B (5 times) mistakenly adds the multiplication factors (2 + 3 = 5) instead of multiplying them. Answer C (3 times) only accounts for the change in hydroxide concentration while ignoring the change in methyl iodide concentration. For SN2 kinetics problems, always remember that both reactant concentrations matter equally in the rate law. When concentrations change, multiply all the changes together to find the overall rate change.
When (R)-2-bromopentane is treated with sodium azide (NaN₃) in acetone, a single stereoisomer is formed as the major product. Which statement accurately describes the product and the mechanism's rate-determining step?
Explanation: The reaction conditions (secondary alkyl halide, strong nucleophile, polar aprotic solvent) are ideal for an SN2 reaction. The SN2 mechanism proceeds via backside attack, which results in inversion of configuration at the stereocenter. Thus, (R)-2-bromopentane yields (S)-2-azidopentane. The SN2 reaction is a concerted, one-step process, so the rate-determining step is the bimolecular collision of the two reactants.
A chemist studies the temperature dependence of an SN2 reaction between ethyl iodide and cyanide ion in DMSO. At 25°C, the reaction has a rate constant of 3.2 × 10⁻² M⁻¹s⁻¹, and at 45°C, the rate constant increases to 1.1 × 10⁻¹ M⁻¹s⁻¹. When the same reaction is performed at 45°C but with ethyl bromide instead of ethyl iodide, while keeping all other conditions identical, the rate constant is measured as 2.8 × 10⁻² M⁻¹s⁻¹. What can be concluded about the activation energy difference between these two substrates?
Explanation: To determine activation energy differences, we need rate constants at different temperatures for both substrates. We have temperature-dependent data for ethyl iodide (showing the typical increase with temperature), but only one temperature point for ethyl bromide. While we can see that ethyl bromide reacts slower than ethyl iodide at 45°C (2.8 × 10⁻² vs 1.1 × 10⁻¹), we cannot calculate its activation energy or compare activation energies without knowing how the ethyl bromide rate changes with temperature. Choice A assumes higher Ea but lacks data support. Choice B incorrectly assumes similar Ea values. Choice C makes assumptions about temperature effects without sufficient data.
A researcher studies the SN2 reaction of various alkyl bromides with methoxide ion (CH₃O⁻) in methanol. The relative reaction rates are measured as: CH₃CH₂Br (100), CH₃CHBrCH₃ (1.2), and (CH₃)₃CBr (<0.01). When the same study is repeated using the sterically hindered base tert-butoxide ion ((CH₃)₃CO⁻) under otherwise identical conditions, which prediction is most accurate?
Explanation: Tert-butoxide ion is much more sterically hindered than methoxide ion. In SN2 reactions, steric hindrance in the nucleophile compounds the steric problems already present with more substituted alkyl halides. The bulky tert-butoxide will have even more difficulty approaching the backside of secondary and tertiary carbons, making the rate differences more extreme. Primary alkyl halides will still react fastest, but secondary will be much slower relative to primary, and tertiary will be essentially unreactive. Choice A is wrong because increased basicity doesn't overcome steric hindrance in SN2. Choice C is wrong because steric effects multiply when both nucleophile and substrate are hindered. Choice D incorrectly suggests that basicity favors more substituted substrates, but SN2 reactions depend on sterics, not substrate stability.
In a competition experiment, equimolar amounts of 1-bromobutane and 1-chlorobutane are treated with a limited amount of sodium azide (NaN₃) in DMF solvent. After the nucleophile is completely consumed, analysis shows that 85% of the azide reacted with the bromide and 15% reacted with the chloride. If the same experiment is repeated with sodium thiophenoxide (C₆H₅S⁻Na⁺) as the nucleophile, which outcome is most likely?
Explanation: According to hard-soft acid-base theory, azide (N₃⁻) is a harder nucleophile that shows greater discrimination between hard (Cl⁻) and soft (Br⁻) leaving groups. Thiophenoxide is a softer nucleophile that discriminates less between leaving groups of different hardness. While Br⁻ is still a better leaving group than Cl⁻, the difference in reaction rates will be smaller with the softer nucleophile, resulting in a less extreme ratio. Choice B is wrong because nucleophile-leaving group matching does affect selectivity. Choice C is incorrect because softer nucleophiles are less discriminating, not more. Choice D is wrong because it ignores the fundamental principle that Br⁻ is a better leaving group than Cl⁻.
A student investigates the stereochemical outcome of SN2 reactions using (2R,3S)-2-bromo-3-methylpentane with various nucleophiles. When treated with sodium methoxide (NaOCH₃) in methanol, the reaction proceeds cleanly to give a single stereoisomeric product. However, when the same substrate is treated with sodium iodide in acetone containing trace amounts of water, two stereoisomeric products are observed in a 9:1 ratio. Which explanation best accounts for this difference in stereochemical outcomes?
Explanation: When analyzing stereochemical outcomes in substitution reactions, you need to consider not just the mechanism but also the reversibility of the process and the nature of the nucleophile/leaving group. The methoxide reaction gives a single stereoisomeric product because it follows a straightforward SN2 mechanism with complete inversion of configuration. Methoxide is a strong nucleophile and poor leaving group, so the reaction proceeds in only one direction. However, the iodide reaction produces two products because iodide is unique—it's both an excellent nucleophile and an excellent leaving group. This creates a reversible SN2 process. The initial SN2 attack by iodide inverts the stereochemistry, but then the newly formed alkyl iodide can undergo another SN2 reaction with another iodide ion, inverting the configuration back to the original. This double displacement mechanism explains the 9:1 ratio: most product retains the inverted configuration from the first SN2, but some undergoes the second inversion. Option A incorrectly suggests SN1 character, but secondary alkyl halides typically don't form stable carbocations, especially without strong ionizing conditions. Option B misunderstands SN2 stereochemistry—the mechanism always involves backside attack regardless of nucleophile size. Option D incorrectly invokes elimination followed by addition, which wouldn't produce the observed stereoisomeric distribution. Remember: when iodide is both the nucleophile and leaving group, consider the possibility of reversible reactions leading to stereochemical scrambling. This is a unique feature of halide exchange reactions.
Treatment of 1-bromo-3-chloropropane with one equivalent of sodium hydrosulfide (NaSH) in DMSO primarily yields 3-bromopropanethiol. Which statement best explains this regioselectivity?
Explanation: This question tests your understanding of nucleophilic substitution reactions and leaving group ability. When a molecule has two different halides, you need to predict which one will be displaced based on their relative leaving group abilities. The key principle here is that better leaving groups make carbons more electrophilic and reactive toward nucleophiles. Leaving group ability correlates with the stability of the departing anion, which relates to the strength of its conjugate acid. Since HBr (pKa ≈ -9) is a much stronger acid than HCl (pKa ≈ -7), bromide ion is more stable than chloride ion, making bromide the superior leaving group. Therefore, the hydrosulfide nucleophile preferentially attacks the carbon bearing bromine, displacing Br⁻ and forming 3-bromopropanethiol. Answer A incorrectly focuses on sterics, but both carbons have similar steric environments in this linear molecule. Answer B gets the bond strength relationship backwards - while C-Cl bonds are indeed stronger than C-Br bonds, this makes bromine easier to displace, not harder. The stronger bond would make chlorine less likely to leave. Answer C incorrectly invokes an SN1 mechanism, but primary alkyl halides typically react via SN2, and neither carbon would form a stable carbocation anyway. Remember this pattern: when comparing halide leaving groups, the order is I⁻ > Br⁻ > Cl⁻ > F⁻, following the strength of their conjugate acids. In mixed halide substrates, nucleophiles will preferentially displace the better leaving group.
A student proposes to synthesize (S)-2-cyanobutane by reacting (S)-2-chlorobutane with potassium cyanide (KCN) in DMSO. What is the primary flaw in this proposed synthesis?
Explanation: When you encounter a substitution reaction involving stereochemistry, you need to consider both the mechanism and its stereochemical consequences. This question tests your understanding of how SN2 reactions affect chiral centers. The proposed synthesis involves KCN attacking (S)-2-chlorobutane. Since this is a secondary alkyl halide with a good leaving group (Cl⁻) and a strong nucleophile (CN⁻) in a polar aprotic solvent (DMSO), the reaction will proceed via an SN2 mechanism. The critical point is that SN2 reactions always proceed with inversion of configuration at the chiral center. When the cyanide ion attacks the backside of the carbon bearing the chlorine, it flips the stereochemistry from S to R configuration. Therefore, the student would obtain (R)-2-cyanobutane, not the desired (S)-2-cyanobutane, making answer B correct. Answer A is incorrect because KCN is actually a strong nucleophile that readily participates in SN2 reactions with secondary alkyl halides. Answer C mischaracterizes KCN—while it can act as a base, it's not particularly sterically hindered, and under these conditions, substitution dominates over elimination. Answer D incorrectly suggests an SN1 mechanism; secondary alkyl halides typically don't form stable enough carbocations for SN1 reactions, especially with strong nucleophiles present. Remember this key principle: SN2 reactions always invert stereochemistry. When planning syntheses involving chiral molecules, you must account for whether the mechanism will retain or invert the configuration at each stereogenic center.