Solveeit Logo

Question

Question: 1 L of \[C{O_2}\] is passed over red hot coke. The volume becomes 1.4 L. The composition of the prod...

1 L of CO2C{O_2} is passed over red hot coke. The volume becomes 1.4 L. The composition of the product(s) is:
A. 0.6 L COCO
B. 0.8 L CO2C{O_2}
C. 0.6 L CO2C{O_2} and 0.8 L COCO
D. 0.8 L CO2C{O_2} and 0.6 L of COCO

Explanation

Solution

The reaction given in the question is a reduction reaction. We can solve this problem by simple stoichiometric calculations .Write the reaction involved in this process and solve by using stoichiometric calculations.

Complete step by step answer:
We know that this reaction is a reduction reaction and the red hot coke will reduce carbon dioxide to carbon monoxide. We can write the balanced chemical reaction for this process is as follows:
CO2+C2COC{O_2} + C \to 2CO
From this balanced chemical reaction, we know that 1 mole of carbon dioxide will give 2 moles of carbon monoxide.
So, xx litres of CO2C{O_2} will give 2x2x litres of COCO. In the question, it is given that 1 litre of CO2C{O_2} will react to give 1.4 litre of mixture. In the question, the product formed is not 2 litres by reacting 1 litre of CO2C{O_2} which means the total CO2C{O_2} is not reacted completely and some amount of CO2C{O_2} is left unreacted.
Out of 1 litre, xx litres of CO2C{O_2} is reacted and the unreacted amount will be (1x)\left( {1 - x} \right) L.
The total volume of mixture is 1.4 litres which is the amount of both reacted and unreacted. That is, (1x)+2x=1.4L\left( {1 - x} \right) + 2x = 1.4L.
Therefore, the value of xx will be 0.4 L.
The volume of COCO formed will be2×0.4L=0.8L2 \times 0.4L = 0.8L.
Volume of CO2C{O_2} left = (10.4)L=0.6L\left( {1 - 0.4} \right)L = 0.6L
Therefore, the correct option will be C.

Note: The reaction given above is a reduction reaction. The red hot coke means the carbon coke under high temperature which will act as a reducing agent here and reduces the carbon dioxide to carbon monoxide.