Class 10 Carbon Compounds — Homologous Series Explained
Carbon and Its Compounds is the chapter where Class 10 students meet organic chemistry for the first time, and the idea that makes the whole chapter manageable is the homologous series. Once you see that carbon compounds arrive in orderly families rather than as hundreds of unrelated names, the formulae stop being something to memorise and start being something you can derive in the exam hall.
Why carbon forms so many compounds
Two properties do all the work.
- Catenation — carbon atoms bond strongly to other carbon atoms, forming long chains, branched chains and rings. Because the carbon–carbon bond is short and strong, these chains are stable. Silicon, just below carbon in the same group, catenates far less and its chains break easily.
- Tetravalency — carbon has four electrons in its outermost shell, so it forms four covalent bonds. That lets it bond to four other atoms, which is why so many different arrangements are possible.
Carbon also forms strong bonds with hydrogen, oxygen, nitrogen, sulphur and the halogens, which is where all the functional groups come from.
Saturated and unsaturated
A saturated carbon compound has only single bonds between carbon atoms — these are the alkanes. An unsaturated compound contains at least one double bond (alkenes) or triple bond (alkynes). Unsaturated compounds are more reactive, and they burn with a sooty, yellow flame because the higher proportion of carbon does not get enough oxygen for clean combustion. Saturated hydrocarbons burn with a clean blue flame in a good air supply.
What a homologous series actually is
Four consequences follow, and every one of them is examinable:
- Successive members differ by one CH₂ unit, so their molar masses differ by a fixed amount — 14.027 g/mol (12.011 for carbon plus 2 × 1.008 for hydrogen).
- All members show similar chemical properties, because the functional group is the same and the functional group decides the chemistry.
- Physical properties change gradually down the series — melting point, boiling point and density rise steadily as the chain gets longer and the molecules attract each other more.
- All members can be written from a single general formula, so you never have to memorise individual formulae.
The general formulae you must know
| Series | Functional group | General formula | First member |
|---|---|---|---|
| Alkanes | none (all single bonds) | CₙH₂ₙ₊₂ | Methane, CH₄ (n = 1) |
| Alkenes | >C=C< | CₙH₂ₙ | Ethene, C₂H₄ (n = 2) |
| Alkynes | –C≡C– | CₙH₂ₙ₋₂ | Ethyne, C₂H₂ (n = 2) |
| Alcohols | –OH | CₙH₂ₙ₊₁OH | Methanol, CH₃OH (n = 1) |
| Aldehydes | –CHO | CₙH₂ₙ₊₁CHO | Methanal, HCHO |
| Ketones | >C=O | CₙH₂ₙ₊₁COCₘH₂ₘ₊₁ | Propanone, CH₃COCH₃ (3 carbons) |
| Carboxylic acids | –COOH | CₙH₂ₙ₊₁COOH | Methanoic acid, HCOOH |
Two of these have a starting point students often get wrong. An alkene needs two carbons to hold a C=C bond, so the series begins at C₂H₄ — there is no one-carbon alkene. For the same reason there is no one-carbon alkyne. A ketone needs the C=O to sit between two carbon atoms, so the ketone series begins at three carbons, with propanone.
Worked example 1 — the first four alkanes, and the 14 g/mol step
Using CₙH₂ₙ₊₂ with atomic masses C = 12.011 and H = 1.008:
Methane, CH₄ (n = 1): C: 1 × 12.011 = 12.011; H: 4 × 1.008 = 4.032.
M = 12.011 + 4.032 = 16.043 ≈ 16.04 g/mol
Ethane, C₂H₆ (n = 2): C: 2 × 12.011 = 24.022; H: 6 × 1.008 = 6.048.
M = 24.022 + 6.048 = 30.070 ≈ 30.07 g/mol
Propane, C₃H₈ (n = 3): C: 3 × 12.011 = 36.033; H: 8 × 1.008 = 8.064.
M = 36.033 + 8.064 = 44.097 ≈ 44.10 g/mol
Butane, C₄H₁₀ (n = 4): C: 4 × 12.011 = 48.044; H: 10 × 1.008 = 10.080.
M = 48.044 + 10.080 = 58.124 ≈ 58.12 g/mol
Now the differences:
30.070 − 16.043 = 14.027
44.097 − 30.070 = 14.027
58.124 − 44.097 = 14.027
Exactly the same gap every time — that constant 14.027 g/mol is the CH₂ unit, and it is the numerical proof that these four compounds belong to one series.
Worked example 2 — the same step in the alcohols
Methanol, CH₃OH = CH₄O: C: 12.011; H: 4 × 1.008 = 4.032; O: 15.999.
M = 12.011 + 4.032 + 15.999 = 32.042 ≈ 32.04 g/mol
Ethanol, C₂H₅OH = C₂H₆O: C: 2 × 12.011 = 24.022; H: 6 × 1.008 = 6.048;
O: 15.999.
M = 24.022 + 6.048 + 15.999 = 46.069 ≈ 46.07 g/mol
Difference: 46.069 − 32.042 = 14.027 g/mol — the same CH₂ step, in a completely different family. That is the point of the concept: the step size does not depend on which functional group you are looking at.
Worked example 3 — carboxylic acids, and a warning about similar masses
Methanoic acid, HCOOH = CH₂O₂: C: 12.011; H: 2 × 1.008 = 2.016;
O: 2 × 15.999 = 31.998.
M = 12.011 + 2.016 + 31.998 = 46.025 ≈ 46.03 g/mol
Ethanoic acid, CH₃COOH = C₂H₄O₂: C: 2 × 12.011 = 24.022;
H: 4 × 1.008 = 4.032; O: 2 × 15.999 = 31.998.
M = 24.022 + 4.032 + 31.998 = 60.052 ≈ 60.05 g/mol
Difference: 60.052 − 46.025 = 14.027 g/mol again.
Careful: methanoic acid (46.03) and ethanol (46.07) have almost the same molar mass but are completely different compounds — one is an acid, one is an alcohol. Molar mass alone never identifies a compound; the functional group does.
How physical properties change down a series
As the chain lengthens, the molecules become bigger and the forces between them grow stronger, so more energy is needed to separate them. That is why the first few alkanes are gases at room temperature, the middle members are liquids, and the long-chain members are waxy solids. Solubility in water moves the opposite way for alcohols and acids: methanol and ethanol mix freely with water because the –OH group forms hydrogen bonds, but as the hydrocarbon chain grows it dominates the molecule and solubility falls.
Chemical properties, by contrast, barely change. Ethanoic acid and butanoic acid both turn blue litmus red, both react with sodium carbonate to give carbon dioxide, and both form esters with alcohols — because both carry –COOH.
Mistakes Class 10 students make
- Writing C₂H₄ as the second alkane. The second alkane is ethane, C₂H₆. C₂H₄ is ethene, an alkene — a different series entirely.
- Starting the alkene or alkyne series at one carbon. You cannot have a double or triple bond with only one carbon atom.
- Saying homologues have the same physical properties. They have similar chemical properties and gradually changing physical properties. This exact wording is what the question is testing.
- Confusing the molecular formula with the structural formula. C₄H₁₀ is one molecular formula but two different compounds — n-butane and isobutane. Structural formulae distinguish them; molecular formulae do not.
- Using 12 and 1 instead of 12.011 and 1.008. Rounded values are acceptable in a Class 10 answer, but if the question gives you atomic masses, use the values given, and keep three decimals until the final rounding.
- Forgetting that the CH₂ difference is 14 and not 12. A CH₂ group is one carbon plus two hydrogens.
Where this appears in your exam
| Board / exam | Typical question |
|---|---|
| CBSE Class 10 | Define homologous series and give an example; write the next member; state the difference in molecular formula and molar mass between consecutive members |
| ICSE Class 10 | General formulae, structural formulae of the first four members, and reasoning questions on catenation and tetravalency |
| Class 11 (next year) | The same general formulae reappear in IUPAC nomenclature and in the degree of unsaturation |
| NTSE / school olympiads | Identify the series from a molar mass difference of 14 |
Check every molar mass in this article yourself. Type CH4, C2H6, C2H5OH or CH3COOH into the Molar Mass & Composition calculator and it will show the element-wise breakdown. Do two consecutive members of any series and confirm the difference really is 14 — it is the fastest way to make the concept stick.
Open the Molar Mass & Composition Calculator →Building a strong Class 10 base before the Class 11 jump? ABC Chemistry runs Class 11–12 chemistry coaching at its Gurugram centre plus online classes across India — see abcchemistry.in. Families in Delhi, Noida and Gurgaon who want one-to-one help at home can find home tutors through delhihometutor.com.