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If a cylinder at NTP contains a gas and ...

If a cylinder at NTP contains a gas and it can withstand a temperature of 473K then pressure inside the cylinder at the time of explosion will be?

Text Solution

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Using Gay Lusaac’s Law `(P_(1))/(T_(1)) = (P_(2))/(T_(2))` . So, as per the data given `(1)/(273) = (P_(2))/(473) implies P_(2)= 1.732"atm"` at the time of explosion.
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Knowledge Check

  • A cylinder of fixed capacity 44.8 litres constains helium gas at standard temperature and pressure. What is the amount of heat needed to raise the temperature of the gas in the cylinder by 15^(@)C ? Given R=8.31 j mol e^(-1) K^(-1) . (For monoatomic gas, C_(v)=3 R//2 )

    A
    265 J
    B
    `310.10 J`
    C
    `373.95 J`
    D
    `387.97 J`