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Alcohols Phenols and Ethers question

2020 · Shift 2 · Q6
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Alcohols Phenols and Ethers question

2020 · Shift 2 · Q6

JEE AdvancedChemistryAlcohols Phenols and EthersNumerical+3 / −1
An organic compound (C8HC_8HC8​H{}_{10}O2)rotatesplane−porarisedlight.ItproducespinkcolorwithneutralO2) rotates plane-porarised light. It produces pink color with neutralO2)rotatesplane−porarisedlight.ItproducespinkcolorwithneutralFeCl_3$ solution. What is the total number of all the possible isomers for this compound?
Numerical answer
View written solutionFree

Correct answer: 6

  1. Given information

    The compound has molecular formula: C8H10O2C_8H_{10}O_2C8​H10​O2​

    It:

    • rotates plane-polarised light ⇒\Rightarrow⇒ it is optically active,
    • gives pink colour with neutral FeCl3FeCl_3FeCl3​ ⇒\Rightarrow⇒ it contains a phenolic −OH-OH−OH group.
  2. Degree of unsaturation

    DBE=2C+2−H2=2(8)+2−102=18−102=4\text{DBE} = \frac{2C+2-H}{2} = \frac{2(8)+2-10}{2} = \frac{18-10}{2} = 4DBE=22C+2−H​=22(8)+2−10​=218−10​=4

    DBE =4=4=4 suggests a benzene ring. Since one oxygen is in phenolic −OH-OH−OH, the other oxygen is likely in an alcohol/ether type substituent.

  3. Need for optical activity

    Since the molecule is optically active, it must contain a chiral center (no symmetry-based optical activity is expected here).

    Also, because it gives FeCl3FeCl_3FeCl3​ test, one substituent must be directly attached to benzene as −OH-OH−OH.

  4. Possible carbon skeleton

    Start from phenol ring: C6H5OHC_6H_5OHC6​H5​OH This is C6H6OC_6H_6OC6​H6​O.

    Remaining part to reach C8H10O2C_8H_{10}O_2C8​H10​O2​ is: C2H4OC_2H_4OC2​H4​O

    So the second substituent on the ring must contribute effectively as a two-carbon oxygen-containing group.

    To get chirality, the suitable substituent is: −CH(OH)CH3-CH(OH)CH_3−CH(OH)CH3​

    Then the full structure is: HO−C6H4−CH(OH)CH3HO-C_6H_4-CH(OH)CH_3HO−C6​H4​−CH(OH)CH3​

    Check formula:

    • ring with two substituents: C6H4C_6H_4C6​H4​
    • one −OH-OH−OH
    • one −CH(OH)CH3=C2H5O-CH(OH)CH_3 = C_2H_5O−CH(OH)CH3​=C2​H5​O

    Total: C6H4+C2H5+O2+H?⇒C8H10O2C_6H_4 + C_2H_5 + O_2 + H_{?} \Rightarrow C_8H_{10}O_2C6​H4​+C2​H5​+O2​+H?​⇒C8​H10​O2​ Correct.

    The carbon bearing OHOHOH in side chain is attached to:

    • HHH
    • OHOHOH
    • CH3CH_3CH3​
    • aryl group

    Hence it is a chiral center.

  5. Count positional isomers on benzene ring

    Relative positions of −OH-OH−OH and −CH(OH)CH3-CH(OH)CH_3−CH(OH)CH3​ on benzene can be:

    • ortho
    • meta
    • para

    So there are 3 positional isomers.

  6. Count optical isomers

    Each positional isomer has one chiral center, so each exists as two enantiomers: R and SR \text{ and } SR and S

    Therefore total isomers: 3×2=63 \times 2 = 63×2=6

  7. Final answer

    Total number of possible isomers: 6\boxed{6}6​

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