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Consider the reaction$$2 \mathrm{CO}(g)+\mathrm{O}_{2}(g) \rightleftharpoons 2 \mathrm{CO}_{2}(g)$$Suppose the system is already at equilibrium, and then an additional mole of $\mathrm{CO}(g)$ is injected into the system at constant temperature. Does the amount of $\mathrm{CO}_{2}(g)$ in the system increase or decrease? Does the value of $K$ for the reaction change?
According to Le Chatelier's principle, the system will try to minimize the effect of any disturbance. If we add more CO, the system will consume this added reactant to produce more products. Hence, the amount $C O_{2}(g)$ will increase.However, remember that the value of $\mathrm{K}$ depends only on temperature. Since the it is injected at constant temperature, $\mathrm{K}$ value will not change.
Chemistry 102
Chapter 17
Equilibrium
Section 7
Le Chatelier’s Principle
Chemical Equilibrium
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in this question, we're told that the following reaction is already at equilibrium. And whereas what happens to the amount of see you to carbon dioxide when Moore CEO carbon monoxide is added to the system Now according to a shot alias principle, if we increase the amount of his species in a chemical reaction, the reaction will shift away from it to consume it unless it's a solid or a liquid. In this case, CEO is a reactive and a gas. So if we add one mole of carbon monoxide, were essentially increasing the amount of carbon monoxide in the container. Now because we increased the amount of carbon monoxide, the reaction is going to shift away from it to consume its in order to reach equilibrium again. Now, because the reaction is shifting to the right, everything on the left of it is in a decrease. Yes, with the amount of CO. Two will decrease, and on the right side of it, everything will increase. So the amount of Sio two will increase as we're producing it, E. So see you, too. Amount increases. And that's gonna happen until the system reaches equilibrium again. Now, because this reaction is done under constant temperature. This means that the equilibrium constant does not change, and the only thing that affects the value of the equilibrium constant is temperature. And in this case, since we're not changing it, the 11 constant will not change. So the reaction will shift to the rights until the same ratio of products to reactions is a cheek, and that's when it will stop because it will be at equilibrium.
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