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At 10^(-3)mm pressure and 300 K, a 2L fl...

At `10^(-3)mm` pressure and 300 K, a 2L flask contains equal numbers of moles of `N_(2)` and water vapour. (i) what is the total number of moles of `N_(2)` and water vapour in the mixture ? (ii) what is the total mass of the mixture?

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(i) `n=(PV)/(RT)=((10^(-3)//760)xx2)/(0.0821xx300)=1.06xx10^(-7)mol`
(ii) `n_(N_(2))=n_(H_(2)O) =(n)/(2)=(1.06xx10^(-7))/(2)=5.3xx10^(-8)mol`
`therefore`Total mass`=m_(N_(2)) +m_(H_(2)O)`
`=(5.3xx10^(-8)xx28+5.3xx10^(-8)xx18)g=2.44xx10^(-6)g`
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Knowledge Check

  • A gas mixture was prepared by taking equal mole of CO and N_(2) . If total pressure of the mixture was 1 atm, the partial pressure of N_(2) in the mixture is-

    A
    0.5 atm
    B
    0.8 atm
    C
    0.9 atm
    D
    1 atm
  • A gas mixture consisting of 1 mol of N_(2) and 3 mol of O_(2) has a pressure of 2 atmm at 0^(@)C . Keeping the volume and the temperature of the mixture constant, some amount of O_(2) was removed from the mixture. As a result, the total pressure of the mixture and the partial pressure of N_(2) in the mixture became 1.5 atm and 0.5 atm respectively. the amount of oxygen gas removed was-

    A
    8 g
    B
    16 g
    C
    32 g
    D
    64 g
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