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30 mL of methyl alcohol (density = 0.8 g...

30 mL of methyl alcohol (density = 0.8 g/cc) is mixed with 70 mL of water (density = 1.0 g/cc) at `25^@C` to give a solution of density 0.94 g/cc. Find the mole fraction, molarity and molality.

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To solve the problem step by step, we will calculate the mass of methyl alcohol and water, then find the mole fraction, molarity, and molality of the solution. ### Step 1: Calculate the mass of methyl alcohol (CH₃OH) Given: - Volume of methyl alcohol = 30 mL - Density of methyl alcohol = 0.8 g/mL Using the formula: ...
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Knowledge Check

  • When 10 mL of ehtyl alcohol (density = 0.7893 g mL^(-1)) is mixed with 20 mL of water (density 0.9971 g mL^(-1)) at 25^(@)C , the final solution has a density of 0.9571 g mL^(-1) . The percentage change in total volume on mixing is

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    B
    `2.4%`
    C
    `1%`
    D
    None of these
  • 30 mL of CH_(3)OH (d = 0.8 g//cm^(3)) is mixed with 60 mL of C_(2)H_(5)OH(d = 0.92 g//cm^(2)) at 25^(@)C to form a solution of density 0.88 g//cm^(3) . Select the correct option(s) :

    A
    Molarity and molarity of resulting solution are `6.33 M` and `13.59 m` respectively.
    B
    The molar friction of solute and molarity are `0.38` and `13.59 m` respectively.
    C
    Molarity and percentage change in volume are `13.5 M` and zero repectively.
    D
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  • Brine has a density of 1.2 g/cc. 40 cc of it are mixed with 30 cc of water. The density of solution is

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    2.11 g/cc
    B
    1.11g/cc
    C
    12.2g/cc
    D
    20.4g/cc
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