JEE Main · 2024 · Shift-ImediumPOC-049

In Kjeldahl's method for estimation of nitrogen, CuSO4 acts as:

Practical Organic Chemistry · Class 11 · JEE Main Previous Year Question

Question

In Kjeldahl's method for estimation of nitrogen, \ceCuSO4\ce{CuSO4} acts as:

Options
  1. a

    Reducing agent

  2. b

    Catalytic agent

  3. c

    Hydrolysis agent

  4. d

    Oxidising agent

Correct Answerb

Catalytic agent

Detailed Solution

Step 1: Understand Kjeldahl's Method

Kjeldahl's method estimates nitrogen in organic compounds. The compound is heated with conc. \ceH2SO4\ce{H2SO4}: \ceOrganicN+H2SO4>[Delta,catalyst](NH4)2SO4\ce{Organic-N + H2SO4 ->[Delta, \text{catalyst}] (NH_4)_2SO_4}

The digestion requires a catalyst to speed up the conversion. Three reagents are commonly used:

  1. \ceCuSO4\ce{CuSO4} — catalyst
  2. \ceK2SO4\ce{K2SO4} — raises the boiling point of \ceH2SO4\ce{H2SO4} (speeds up digestion)
  3. \ceHg\ce{Hg} or \ceSe\ce{Se} — catalyst (but toxic)

Step 2: The Role of \ceCuSO4\ce{CuSO4} Specifically

\ceCuSO4\ce{CuSO4} acts as a catalyst in Kjeldahl's digestion. It accelerates the oxidative breakdown of the organic compound by conc. \ceH2SO4\ce{H2SO4}, speeding up the conversion of organic nitrogen to ammonium sulphate.

Step 3: Evaluate Each Option

| Option | Role | Correct? | |---|---|---| | (a) Reducing agent | \ceCuSO4\ce{CuSO4} is oxidising in nature (Cu²⁺) | ❌ | | (b) Catalytic agent | \ceCuSO4\ce{CuSO4} accelerates the digestion reaction | ✅ | | (c) Hydrolysis agent | Hydrolysis is not the mechanism in Kjeldahl's | ❌ | | (d) Oxidising agent | While \ceCu2+\ce{Cu^{2+}} can oxidise, it is used in catalytic quantity, not stoichiometric | ❌ |

Answer: (b)

Key Points to Remember:

  • Kjeldahl's method: compound + conc. \ceH2SO4\ce{H2SO4} + \ceCuSO4\ce{CuSO4} + \ceK2SO4\ce{K2SO4}\ce(NH4)2SO4\ce{(NH4)2SO4}
  • \ceCuSO4\ce{CuSO4}: catalyst for the digestion
  • \ceK2SO4\ce{K2SO4}: raises bp of \ceH2SO4\ce{H2SO4} → faster digestion
  • After digestion: add NaOH → \ceNH3\ce{NH3} gas evolved → absorbed in standard acid → titrate
  • Kjeldahl formula: %N=1.4×N×VW\%N = \frac{1.4 \times N \times V}{W} where N=normality, V=volume of acid (mL), W=mass (g)

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