4.2.4 · D4Hydrocarbons

Exercises — Alkenes — preparation (dehydration, dehydrohalogenation, Zaitsev's rule), addition reactions

2,143 words10 min readBack to topic

Level 1 — Recognition

L1.1

Problem. A student wants to turn an alcohol into an alkene. Name the reaction type, and say which two atoms/groups leave and from which carbons.

Recall Solution

Reaction type: dehydration (a β-elimination). The two departing pieces are –OH (from the carbon bearing it, the α-carbon) and –H (from an adjacent carbon, the β-carbon). Removing an H and an OH from neighbouring carbons lets a new C=C π bond snap into place. Net loss = , hence de-hydr-ation. Trace it with curly arrows (Picture A): the β C–H electron pair swings in to become the π bond, while the C–OH₂⁺ electrons leave with water.

L1.2

Problem. For each, state whether it is elimination or addition: (a) decolourising an alkene, (b) alcoholic KOH acting on an alkyl halide, (c) /Ni on an alkene.

Recall Solution

(a) Addition — Br atoms add across the double bond, destroying it (decolourisation is the visible sign). (b) Elimination — H and X leave adjacent carbons, building the double bond. (c) Addition — two H atoms add across C=C (hydrogenation), destroying the double bond. Rule of thumb: making an alkene = elimination; using an alkene = addition.


Level 2 — Application

L2.1

Problem. Predict the major product when 2-bromobutane () reacts with alcoholic KOH. Name it, give the C=C substitution count, and state which geometric isomer of the major product dominates.

Recall Solution

Alcoholic KOH → baseelimination (dehydrohalogenation). The Br sits on C2, so a β-H can come from C1 or C3.

  • β-H from C1 → but-1-ene, 1 alkyl group on the C=C (monosubstituted).
  • β-H from C3 → but-2-ene, 2 alkyl groups on the C=C (disubstituted).

Zaitsev's rule: the more substituted (more stable) alkene is the major product. Major product = but-2-ene, a disubstituted alkene (2 alkyl groups feeding the double bond via hyperconjugation + I).

Geometry (E/Z): but-2-ene has two versions because the C=C cannot rotate (the π bond locks it). If the two groups sit on opposite sides = trans (E)-but-2-ene; on the same side = cis (Z)-but-2-ene. The bulky methyls repel less when opposite, so trans (E)-but-2-ene is the major geometric isomer. See the E/Z figure below.

Figure — Alkenes — preparation (dehydration, dehydrohalogenation, Zaitsev's rule), addition reactions

L2.2

Problem. Add HBr to propene () with no peroxide. Give the major product by name. Draw the mechanism with curly arrows.

Recall Solution

Ionic, electrophilic addition → Markovnikov. The adds where it makes the more stable cation. Follow the curly arrows in the figure below:

  1. The π electron pair reaches out and grabs (arrow from the double bond to H).
  2. This leaves a cation on the other carbon.
  • on C1 (terminal ) → 2° cation on C2 (stable). Then lends its lone pair to that carbon (arrow from Br⁻ to C2).
  • on C2 → 1° cation on C1 (unstable) → minor.

The 2° pathway dominates → ends on the more substituted carbon → 2-bromopropane, .

Figure — Alkenes — preparation (dehydration, dehydrohalogenation, Zaitsev's rule), addition reactions

L2.3

Problem. Same propene + HBr, but with organic peroxide. Product?

Recall Solution

Peroxide switches the mechanism to free-radical (Kharasch effect). Now adds first, and it adds so as to make the more stable carbon radical.

  • on C1 → radical on C2 = 2° radical (stable). Then that carbon grabs H.
  • Result: Br on C1 (the carbon with more H's) = anti-Markovnikov = 1-bromopropane, .

Note: this reversal happens only for HBr. (In radicals we track single electrons, so half-headed "fish-hook" arrows would replace the full curly arrows of Picture A.)


Level 3 — Analysis

L3.1

Problem. 2-methylbut-2-ene vs but-1-ene — which alkene is more stable, and by what count of stabilising influences? Explain using substitution and connect it to Picture B.

Recall Solution

Count alkyl groups directly attached to the C=C carbons.

  • 2-methylbut-2-ene, : the two double-bond carbons carry 3 alkyl groups (two on one C, one on the other) → trisubstituted.
  • but-1-ene, : only 1 alkyl group → monosubstituted.

Why substitution helps (Picture B): each alkyl group carries C–H bonds whose electrons can lean into the π system — that overlap is hyperconjugation. More alkyl groups = more of those overlapping bonds + more +I donation (electrons pushed toward the C=C) → lower energy. 2-methylbut-2-ene is more stable (3 vs 1 alkyl substituents).

L3.2

Problem. 2-bromo-2-methylbutane with alcoholic KOH can give two alkenes. Draw both, decide the Zaitsev major, and justify with a substitution count.

Recall Solution

Structure: . Br is on C2, which is bonded to C1 (), C3 () and a methyl branch. β-H's are available from C1 and from C3.

  • β-H from C12-methylbut-1-ene, → C=C carries 2 alkyl groups (disubstituted).
  • β-H from C32-methylbut-2-ene, → C=C carries 3 alkyl groups (trisubstituted).

Zaitsev picks the more substituted → 2-methylbut-2-ene (trisubstituted) is the major product.


Level 4 — Synthesis

L4.1

Problem. Starting from propan-2-ol, design a two-step route to 2-bromopropane. Give reagents and each intermediate.

Recall Solution

Step 1 — dehydration. Propan-2-ol, , with conc. , heat: (Acid protonates OH → water leaves → 2° cation → loses β-H → propene. Trace this three-step E1 flow with curly arrows as in Picture A.) Step 2 — Markovnikov HBr addition (no peroxide): Br lands on the more substituted C (via the 2° cation). Product: 2-bromopropane.

L4.2

Problem. From the same propene, design a route to 1-bromopropane instead. What single change flips the outcome?

Recall Solution

Add HBr in the presence of organic peroxide: The peroxide switches ionic → free-radical, and adds first to give the stable 2° radical, dropping Br on the terminal carbon = anti-Markovnikov = 1-bromopropane. Single change: add peroxide (and it must be HBr, not HCl/HI).


Level 5 — Mastery

L5.1

Problem. 3,3-dimethylbut-1-ene () is treated with HBr (no peroxide). Naively you'd expect Markovnikov 2-bromo-3,3-dimethylbutane. The actual major product is 2-bromo-2,3-dimethylbutane. Explain the mechanism that causes this, and map the atoms before and after the shift.

Recall Solution

adds to C1 (terminal ) giving a 2° cation on C2: . But right next door sits a fully substituted quaternary carbon carrying methyls. A methyl group migrates (1,2-shift) from C3 to C2, converting the 2° cation into a 3° cation on C3 — far more stable (see Carbocations — stability and rearrangement). then attacks the new 3° cation site. Result: rearranged skeleton → 2-bromo-2,3-dimethylbutane. The before/after atom map (which carbon holds the +, where the migrating lands, where Br finally attaches) is drawn in the figure below.

Figure — Alkenes — preparation (dehydration, dehydrohalogenation, Zaitsev's rule), addition reactions

This is carbocation rearrangement: whenever an ionic mechanism generates a cation that can become more stable by a 1,2-shift, it will.

L5.2

Problem. You have but-2-ene and want to run an experiment proving it is unsaturated, then convert it to butane. Give the qualitative test (with observation) and the conversion.

Recall Solution

Test for unsaturation: add reddish-brown bromine water. The alkene's π electrons attack (via a cyclic bromonium ion), so is consumed and the colour decolourises — positive test for a C=C. Conversion to butane: catalytic hydrogenation (H₂, Ni/Pt/Pd), which adds H across the π bond (syn, saturating it): Product: butane (a saturated alkane).


Recall Quick self-quiz

Alcoholic KOH on an alkyl halide does elimination or substitution? ::: Elimination (base) — aqueous would substitute. Markovnikov: H adds to the carbon with more or fewer H's? ::: More H's (leaving the stable cation on the more substituted carbon). Peroxide effect reverses HX for which halide only? ::: HBr only. Zaitsev counts alkyl groups on what? ::: Only the two double-bond carbons. A 2° cation next to a bulky quaternary carbon may do what? ::: A 1,2-methyl shift to become a 3° cation. Why does but-2-ene have cis and trans forms? ::: The C=C cannot rotate, so groups are locked on the same (cis/Z) or opposite (trans/E) sides — trans is more stable.