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Compounds Containing Nitrogen question

2024 · 5 Apr · Shift 1 · Q28
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  5. /2024 · 5 Apr · Shift 1 · Q28

Compounds Containing Nitrogen question

2024 · 5 Apr · Shift 1 · Q28

JEE MainChemistryCompounds Containing NitrogenNumerical+4 / −1
9.3 g9.3 \mathrm{~g}9.3 g of pure aniline is treated with bromine water at room temperature to give a white precipitate of the product 'P\mathrm{P}P'. The mass of product 'P\mathrm{P}P' obtained is 26.4 g26.4 \mathrm{~g}26.4 g. The percentage yield is ‾\underline{\hspace{2cm}}​ %.
Numerical answer
View written solutionFree

Correct answer: 80

  1. Identify the reaction

Aniline reacts with bromine water at room temperature to form white precipitate of 2,4,6-tribromoaniline:

\ceC6H5NH2+3Br2−>C6H2Br3NH2+3HBr\ce{C6H5NH2 + 3Br2 -> C6H2Br3NH2 + 3HBr}\ceC6H5NH2+3Br2−>C6H2Br3NH2+3HBr

So, the mole ratio is:

aniline:product=1:1\text{aniline} : \text{product} = 1:1aniline:product=1:1
  1. Calculate moles of aniline

Molar mass of aniline, \ceC6H5NH2\ce{C6H5NH2}\ceC6H5NH2:

6×12+7×1+14=72+7+14=93 g mol−16\times 12 + 7\times 1 + 14 = 72 + 7 + 14 = 93\,\text{g mol}^{-1}6×12+7×1+14=72+7+14=93g mol−1

Given mass of aniline = 9.3 9.3\,9.3g

moles of aniline=9.393=0.1 mol\text{moles of aniline} = \frac{9.3}{93} = 0.1\,\text{mol}moles of aniline=939.3​=0.1mol

Hence, theoretical moles of product formed = 0.10.10.1 mol.

  1. Calculate molar mass of product PPP

Product is 2,4,6-tribromoaniline: \ceC6H4Br3N\ce{C6H4Br3N}\ceC6H4Br3N

Its molar mass:

6×12+4×1+3×80+146\times 12 + 4\times 1 + 3\times 80 + 146×12+4×1+3×80+14 =72+4+240+14=330 g mol−1= 72 + 4 + 240 + 14 = 330\,\text{g mol}^{-1}=72+4+240+14=330g mol−1
  1. Calculate theoretical mass of product
theoretical mass=0.1×330=33 g\text{theoretical mass} = 0.1 \times 330 = 33\,\text{g}theoretical mass=0.1×330=33g
  1. Calculate percentage yield

Actual mass obtained = 26.4 26.4\,26.4g

% yield=actual yieldtheoretical yield×100\%\text{ yield} = \frac{\text{actual yield}}{\text{theoretical yield}}\times 100% yield=theoretical yieldactual yield​×100 =26.433×100=80%= \frac{26.4}{33}\times 100 = 80\%=3326.4​×100=80%
  1. Final answer
80\boxed{80}80​

The derived answer matches the stored correct answer.

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