EASY
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Write the general formula of alkene homologous series.

Important Questions on Organic Chemistry-I

MEDIUM
What is the next higher homologue of methanol? [Propanol / Ethanol]
EASY
As the molecular mass increases in any homologous series, a gradation in _____.
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The members of same class of organic compounds when arranged in the order of ascending molecular mass, such that they differ from each other by -CH2 group are called :

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Write the difference in molecular mass and chemical formula of consecutive compound of homologus series.
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What is the molecular formula for ethene?
MEDIUM

One mole of a hydrocarbon 'P' on complete combustion produces CO2 and H2O in the molar ratio 1:1. The succeeding homologue of 'S' is 'Q' while preceding homologue is 'O'. The name of the homologous series is 'R'. Identify O, P, Q and R.

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The general chemical formula of alkane homologous series is CnH2n.
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The molecular formula of the third member of the homologous series of ketones is:
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The general molecular formula for alkynes is:
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Which of the following is the second member of the alkene homologous series? 
MEDIUM
Write the molecular formula of third member of alkyne homologous series.
EASY
Write the general formula of alkyne homologous series.
HARD

Read the given passage and fill in the blanks by choosing an appropriate option.

The molar ratio of CO2 and H2O produced by the combustion of one mole of hydrocarbon     i     is 5:4. The succeeding homologue of i is    ii     . While preceding homologue is    iii   .

i ii iii
(A) C5H8 C6H10 C4H6
(B) C3H8 C4H10 C2H6
(C) C5H10 C6H12 C4H8
(D) C2H4 C3H6 CH4
EASY
Write the general formula of alkane homologous series.
MEDIUM
Amongst aC4H10, bC3H8, cC5H12 and dC5H10 the homologues are:
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Select the correct option that represents the difference in molecular mass of any two successive homologues? 
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The number of carbon atoms present in the molecule of fifth member of the homologous series of alkynes is:
MEDIUM
General formula of alkyne is
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Which of the following pairs can be the successive members of a homologous series?
EASY
Write the properties of the homologous series.