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Ethane burns in oxygen according to the ...

Ethane burns in oxygen according to the following equation:
`2C_(2)H_(6)(g) + 7O_(2)(g) rarr 4CO_(2)(g) + 6H_(2)O(I)`
`2.5 L` of ethane are burnal in excess of oxygen at `27^(@)C` and 1 bar pressure. Calculate how many litre of `CO_(2)` are formed at `50^(@)C` and `1.5` bar.

Text Solution

Verified by Experts

The equation for the combustion reaction is :
`underset(2vol("Litre"))(2C_(2)H_(6)(g)) + 7O_(2)(g) + underset(4vol("Litre"))(4CO_(2(g)) + 6H_(2)O(l)`
Under the given conditions i.e., at `27^(@)C` and 1 bar pressure
`2L` of ethane evolve `CO_(2)(g) = 4L`
`2.5 L` of ethan evolve `CO_(2)(g) = (4L) xx ((2.5 L)/(2L)) = 5.0L`
The volume of `CO_(2)(g)` at `50^(@)C` and `1.5` bar pressure can be pressure can be calculated with the help of gas equation.
`V_(1) = 5.0L , V_(2) = ?`
`P_(1) = 1` bar , `P_(2) = 1.5` bar
`T_(1) = (27+273) = 300 K` , `T_(2) = 50+273 = 323 K`
According to gas equation : `(P_(1)V_(1))/(T_(1)) = (P_(2)V_(2))/(T_(2))` or `V_(2) = (P_(1)V_(1)T_(2))/(P_(2)T_(1))`
Substituting the values : `V_(2) = ((1 "atm" ) xx (5.0 L) xx (323 K))/((1.5 "atm") xx (3.00 K)) = 3.59 L`
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Knowledge Check

  • For the reaction , 2C_(2)H_(6)(g)+7O_(2)(g)rarr4CO_(2)(g)+6H_(2)O(l) , the rate of disappearnce of C_(2)H_(6)(g) :

    A
    equals the rate of disappearance of `O_(2)(g)`.
    B
    is seven times the rate of disappearance of `O_(2)(g)`.
    C
    is twice the rate of appearance of `CO_(2)(g)`.
    D
    is one-third the rate of appearance of `H_(2)O(l)`.
  • Consider the following reactions, C_(2) H_(6)(g) + nO_(2) rarr CO_(2) (g) + H_(2) O(l) In this equation, ratio of the coefficient of CO_(2) and H_(2)O is

    A
    `1 : 1`
    B
    `2 : 3`
    C
    `3 : 2`
    D
    `1 : 3`
  • At 27^(@) C , the combustion of ethane takes place according to the reaction C_(2) H_(6)(g) + 7/2O_(2)(g) rightarrow 2CO_(3)(g) + 3H_(2)O(l) Delta E - Delta H for this reaction at 27^(@)C will be

    A
    `+1347.1 J`
    B
    `-1247.1 J`
    C
    `6235.5 J`
    D
    `+6235.5 J`
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