What Isomerism Means
The first three alkanes — methane, ethane and propane — each have only one possible structure; there is just one way of joining their carbon atoms. With butane, $\ce{C4H10}$, that uniqueness breaks. The four carbons can be strung in a straight chain or a branched chain, giving two genuinely different substances with different boiling points (n-butane boils near 268 K, 2-methylpropane near 261 K).
NIOS Chapter 23 defines the principle precisely: different substances that have the same molecular formula but differ in their structures, or in their physical or chemical properties, are called isomers, and the phenomenon is isomerism. Isomerism splits into two top-level branches. Structural (constitutional) isomers differ in connectivity — which atom is bonded to which. Stereoisomers share both formula and connectivity but differ only in the arrangement of atoms in space.
Master Table of Isomerism Types
The single most useful object for revision is a one-glance map of every isomerism type against its defining feature and a clean example. Memorise the "differs in" column — that phrase is exactly what NEET tests when it asks "the type of isomerism shown by…".
| Type | Branch | Differs in | Example (same formula) |
|---|---|---|---|
| Chain | Structural | arrangement of the carbon skeleton | n-butane vs isobutane (C4H10) |
| Position | Structural | position of the functional group / substituent on the chain | propan-1-ol vs propan-2-ol (C3H8O) |
| Functional | Structural | type of functional group (different class) | ethanol vs methoxymethane (C2H6O) |
| Metamerism | Structural | length of alkyl chains on either side of a divalent group | ethoxyethane vs 1-methoxypropane (C4H10O) |
| Geometrical (cis–trans) | Stereo (configurational) | spatial arrangement across a restricted-rotation bond | cis- vs trans-but-2-ene (C4H8) |
| Optical (enantiomers) | Stereo (configurational) | 3-D arrangement at a chiral centre (mirror images) | d- vs l-lactic acid (C3H6O3) |
Structural (Constitutional) Isomerism
Structural isomers share a molecular formula but connect their atoms differently. NIOS subdivides this branch into four kinds.
Chain isomerism
Chain isomers differ in the way the carbon chain is arranged — straight versus branched. n-Butane and isobutane are the simplest pair. Pentane, $\ce{C5H12}$, has three chain isomers; hexane, $\ce{C6H14}$, has five.
Position isomerism
Here the carbon skeleton and the functional group stay the same, but the group sits at a different position on the chain. Propan-1-ol and propan-2-ol both have the formula $\ce{C3H8O}$ and an $\ce{-OH}$ group, differing only in whether that group is on C-1 or C-2. The pair $\ce{CH3CH2CH2CH2Cl}$ (1-chlorobutane) and $\ce{CH3CH2CHClCH3}$ (2-chlorobutane) is the analogous halide case from NIOS.
Functional isomerism
Functional isomers have the same formula but belong to different classes of compound because they carry different functional groups. Ethanol ($\ce{C2H5OH}$, an alcohol) and methoxymethane ($\ce{CH3-O-CH3}$, an ether) are both $\ce{C2H6O}$. Likewise propanoic acid and methyl ethanoate are functional isomers of $\ce{C3H6O2}$ — one an acid, the other an ester.
Tautomerism is not covered in the NIOS chapter
Standard NEET syllabus lists tautomerism as a sub-type of structural isomerism (a dynamic keto–enol type equilibrium in which a proton and a double bond shift). NIOS Chapter 23 does not discuss it, and the encoding-corrupted NCERT Unit 8 file was not transcribable. We therefore name tautomerism only for completeness and do not state a worked example beyond the general keto–enol idea; treat it conservatively and verify against your prescribed text before relying on a specific case.
Metamerism
Metamerism appears when a divalent functional group — most commonly the oxygen of an ether — sits between two carbon chains, and those chains differ in length while the molecular formula is unchanged. NIOS gives 1-methoxypropane, $\ce{CH3-O-CH2CH2CH3}$, and ethoxyethane, $\ce{CH3CH2-O-CH2CH3}$, as metamers of $\ce{C4H10O}$. The total carbon count is identical; only the split of carbons across the oxygen differs.
Naming each isomer correctly is its own skill — see IUPAC Nomenclature for locants, lowest-set rules and how positional isomers get distinct names.
Worked Example — Counting Isomers
"How many isomers does this formula have?" is one of NEET's highest-frequency organic stems. The disciplined method is to fix the longest chain first, then shorten it one carbon at a time and place the removed carbons as branches in every distinct position.
Count the chain isomers of butane ($\ce{C4H10}$) and pentane ($\ce{C5H12}$).
Butane (C₄H₁₀): a 4-carbon straight chain (n-butane), then a 3-carbon chain with one methyl branch — which can only sit on C-2 (2-methylpropane). A branch on C-1 or C-3 just regenerates the straight chain. Total = 2.
Pentane (C₅H₁₂): the 5-carbon straight chain (n-pentane); a 4-carbon chain with a methyl on C-2 (2-methylbutane, isopentane); and a 3-carbon chain with two methyls on the central carbon (2,2-dimethylpropane, neopentane). Total = 3.
For reference, $\ce{C6H14}$ gives 5 chain isomers. The series 1, 1, 1, 2, 3, 5 (for C₁–C₆) is worth memorising.
When heteroatoms enter — as in NEET's cyclic-ether and monochlorination counters — the count must include both structural and stereoisomers. A chiral centre created during substitution doubles that particular product. This is exactly why the 2025 cyclic-ether item answered 10 and the monochlorination item answered 6: each chiral product was counted twice.
Stereoisomerism
Stereoisomers have the same structural formula — the atoms are connected in the same order — yet differ in how those atoms or groups are arranged in space. NIOS splits stereoisomerism into conformational isomerism (interconvertible by rotation about single bonds, no bond breaking — illustrated by the staggered/eclipsed forms of ethane) and configurational isomerism (cannot interconvert without breaking bonds). Configurational isomerism subdivides into geometrical and optical isomerism, the two that NEET examines directly.
Conformers are not counted as distinct isomers in MCQs
Conformational isomers interconvert freely by single-bond rotation, so they are not separable substances and are not counted when an MCQ asks for "number of isomers." Geometrical and optical isomers, by contrast, require bond breaking to interconvert and are counted.
Rule: only configurational stereoisomers (cis/trans, enantiomers) add to an isomer count — never conformers.
Geometrical (cis–trans) Isomerism
Geometrical isomerism arises from restricted rotation about a $\ce{C=C}$ double bond. Because the double bond cannot rotate freely, groups locked on the same side or on opposite sides give genuinely different molecules. In the cis isomer the two identical groups lie on the same side of the double bond; in the trans isomer they lie on opposite sides. But-2-ene is the textbook pair.
NIOS notes that geometrical isomerism is also shown by cyclic compounds and by compounds containing a $\ce{-C=N-}$ bond. The decisive condition, however, is that each doubly bonded carbon carries two different groups.
When geometrical isomerism does NOT exist
A $\ce{C=C}$ bond alone is not enough. If either doubly bonded carbon bears two identical groups, the cis and trans forms collapse into one molecule. From the NIOS in-text question: $\ce{CH3CH2CH=CHCH2CH3}$ and $\ce{CHF=CHF}$ show geometrical isomerism, but $\ce{CH2=CHCH2CH3}$ does not — its terminal carbon carries two hydrogens.
Condition: restricted rotation (C=C / ring / C=N) and each unsaturated carbon must hold two different groups.
Optical Isomerism and Chirality
Optical isomerism is shown by compounds having at least one carbon joined to four different atoms or groups. Such a carbon is asymmetric or chiral (marked with an asterisk); a carbon lacking four different groups is achiral. A chiral molecule and its mirror image are non-superimposable — like a left and a right hand — and the two forms are called enantiomers.
Enantiomers have identical physical properties except one: they rotate the plane of plane-polarised light by equal magnitudes in opposite directions. A compound rotating it clockwise is dextrorotatory (d or +); one rotating it anticlockwise is laevorotatory (l or −). An equimolar mixture of the d- and l-forms cancels exactly and is optically inactive — a racemic mixture (dl or ±). Lactic acid and glyceraldehyde are the classic enantiomeric pairs.
The sign of rotation does not reveal the three-dimensional arrangement itself. Absolute configuration is assigned through the Fischer projection using the older D/L system (widely used for sugars and amino acids) and the more general R/S (Cahn–Ingold–Prelog) system, in which the four groups are ranked by priority and the path 1→2→3 traced clockwise (R) or anticlockwise (S) with the lowest-priority group pointing away. NIOS notes that a compound can be D yet dextrorotatory or laevorotatory — configuration and direction of rotation are independent.
Chirality can survive without a chiral carbon
Optical activity needs molecular chirality (absence of a plane of symmetry), which usually comes from a chiral carbon — but not always. Suitably substituted biphenyls become optically active when the two rings are forced out of plane and no plane of symmetry remains, despite having no asymmetric carbon (tested in NEET 2016).
Rule: optical activity ⇔ non-superimposable on mirror image (no plane of symmetry); a chiral carbon is the common cause, not the only one.
Isomerism in one screen
- Isomers share a molecular formula but differ in structure or properties; the two branches are structural and stereoisomerism.
- Structural sub-types: chain (skeleton), position (group's place), functional (different class), metamerism (chains around a divalent group); tautomerism is syllabus-listed but absent from the NIOS source.
- Counting: C₄H₁₀ → 2 chain isomers, C₅H₁₂ → 3, C₆H₁₄ → 5. With heteroatoms, include stereoisomers — a chiral product doubles.
- Geometrical isomerism needs restricted rotation AND two different groups on each unsaturated carbon; cis = same side, trans = opposite.
- Optical isomerism needs a chiral molecule (commonly a carbon with four different groups). Enantiomers are non-superimposable mirror images; a 1:1 mix is racemic and optically inactive.