One litre of CO2 is passed through red hot coke. The volume becomes 1.4 litres at same temperature and pressure. The composition of products is
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Chemical Equation:CO2 + C ----> 2CO
According to the problem, one litre of CO2 reacts with 1 mole of Carbon to produce 2litres of CO.
Given 1.4L is the mixtures of gases[CO+unreacted CO2].
If X litres of CO2 are reacts to give 2X litres of CO .
Total volume of mixture will be=CO2+CO
VolumesV (mixture)=V(new volume of CO2) +V (CO)=1.4L
V(new CO2)=V(initial Volume CO2)-V(reacted CO2)=(1-x)L
V(CO)=2x
so , we get
V(new volume of CO2) +V (CO)=1.4L
(1-x)+2x=1.41-x=1.41-1.4=X
X=0.4L
From ,V(new CO2)=V(initial Volume CO2)-V(reacted CO2)=(1-x)L
=1-0.4=0.6 L of CO2
Since V(CO)=2x
Volume of CO=2x0.4=0.8L of CO
Therefore, the composition of product is 0.6 litres of CO2 and 0.8 litres of CO.
According to the problem, one litre of CO2 reacts with 1 mole of Carbon to produce 2litres of CO.
Given 1.4L is the mixtures of gases[CO+unreacted CO2].
If X litres of CO2 are reacts to give 2X litres of CO .
Total volume of mixture will be=CO2+CO
VolumesV (mixture)=V(new volume of CO2) +V (CO)=1.4L
V(new CO2)=V(initial Volume CO2)-V(reacted CO2)=(1-x)L
V(CO)=2x
so , we get
V(new volume of CO2) +V (CO)=1.4L
(1-x)+2x=1.41-x=1.41-1.4=X
X=0.4L
From ,V(new CO2)=V(initial Volume CO2)-V(reacted CO2)=(1-x)L
=1-0.4=0.6 L of CO2
Since V(CO)=2x
Volume of CO=2x0.4=0.8L of CO
Therefore, the composition of product is 0.6 litres of CO2 and 0.8 litres of CO.
Answered by
65
According to the problem, one litre of CO2 reacts with 1 mole of Carbon to produce 2litres of CO.
Given 1.4L is the mixtures of gases[CO+unreacted CO2].
If X litres of CO2 are reacts to give 2X litres of CO .
Total volume of mixture will be=CO2+CO
VolumesV (mixture)=V(new volume of CO2) +V (CO)=1.4L
V(new CO2)=V(initial Volume CO2)-V(reacted CO2)=(1-x)L
V(CO)=2x
so , we get
V(new volume of CO2) +V (CO)=1.4L
(1-x)+2x=1.41-x=1.41-1.4=X
X=0.4L
From ,V(new CO2)=V(initial Volume CO2)-V(reacted CO2)=(1-x)L
=1-0.4=0.6 L of CO2
Since V(CO)=2x
Volume of CO=2x0.4=0.8L of CO
Therefore, the composition of product is 0.6 litres of CO2 and 0.8 litres of CO.
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