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Some Basic Concepts of Chemistry question

2002 · Shift 0 · Q53
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Some Basic Concepts of Chemistry question

2002 · Shift 0 · Q53

JEE MainChemistrySome Basic Concepts of ChemistryMCQ+4 / −1
In a compound C, H and N atoms are present in 9 : 1 : 3.5 by weight . Molecular weight of the compound is 108 g mol-1 . Molecular formula of compound is
  1. A
    C2H6N2C_2H_6N_2C2​H6​N2​
  2. B
    C3H4NC_3H_4NC3​H4​N
  3. C
    C6H8N2C_6H_8N_2C6​H8​N2​
  4. D
    C9H12N3C_9H_{12}N_3C9​H12​N3​
View written solutionFree

Correct answer: C

  1. Given mass ratio of elements in the compound: C : H : N=9:1:3.5\text{C : H : N} = 9 : 1 : 3.5C : H : N=9:1:3.5

  2. Convert mass ratio to mole ratio using atomic masses:

    • Carbon: atomic mass =12=12=12
    • Hydrogen: atomic mass =1=1=1
    • Nitrogen: atomic mass =14=14=14

    So, moles of C=912=0.75\text{moles of C} = \frac{9}{12} = 0.75moles of C=129​=0.75 moles of H=11=1\text{moles of H} = \frac{1}{1} = 1moles of H=11​=1 moles of N=3.514=0.25\text{moles of N} = \frac{3.5}{14} = 0.25moles of N=143.5​=0.25

  3. Find simplest whole-number ratio by dividing by the smallest value 0.250.250.25: C : H : N=0.750.25:10.25:0.250.25=3:4:1\text{C : H : N} = \frac{0.75}{0.25} : \frac{1}{0.25} : \frac{0.25}{0.25} = 3 : 4 : 1C : H : N=0.250.75​:0.251​:0.250.25​=3:4:1

    Hence, the empirical formula is: C3H4NC_3H_4NC3​H4​N

  4. Calculate empirical formula mass: 3(12)+4(1)+1(14)=36+4+14=543(12) + 4(1) + 1(14) = 36 + 4 + 14 = 543(12)+4(1)+1(14)=36+4+14=54

  5. Use molecular mass: Given molecular mass =108=108=108 g/mol.

    10854=2\frac{108}{54} = 254108​=2

    Therefore, molecular formula is: (C3H4N)2=C6H8N2(C_3H_4N)_2 = C_6H_8N_2(C3​H4​N)2​=C6​H8​N2​

  6. Check options:

    • A: C2H6N2C_2H_6N_2C2​H6​N2​ → molar mass =58=58=58, incorrect
    • B: C3H4NC_3H_4NC3​H4​N → empirical formula only, molar mass =54=54=54, incorrect
    • C: C6H8N2C_6H_8N_2C6​H8​N2​ → molar mass =108=108=108, correct
    • D: C9H12N3C_9H_{12}N_3C9​H12​N3​ → molar mass =162=162=162, incorrect

Therefore, the correct option is C.

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