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Untitled - Kelly Walsh High School

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Chemical Equilibria 213<br />

Quick Tip<br />

For the reaction: I 2(g) K 2 I(g) at a certain temperature, the value of K is 3.76 <br />

10 5 . If the initial I 2 concentration is 0.500 M, what will be the equilibrium concentrations<br />

of I 2(g) and I(g)?<br />

A generic K usually means K c. Your instructor may specify you to treat a generic<br />

K in some other way.<br />

The first step in this, and most equilibria problems, you should begin by writing<br />

the equilibrium constant expression. In this case, the expression is:<br />

K 3.76 105 [I2 ]<br />

In this problem, we know the initial concentration of iodine and we want to find<br />

a new concentration at equilibrium. Looking for a new concentration is a very<br />

strong hint to create a reaction table. To begin a reaction table, you need to list<br />

each substance present in the reaction at the head of a column. Below each<br />

heading, you should enter the initial value for each substance. In this case, our<br />

table will begin as:<br />

I2 I<br />

Initial 0.500 0<br />

The problem only specified an initial I 2 concentration. Any unspecified initial<br />

value appears as a zero in the table.<br />

The next line in the table will include information on how the initial values will<br />

change. A zero value in the table indicates how the change will occur. The equilibrium<br />

concentration of any substance can never be zero. Since the iodine atom<br />

concentration is initially equal to zero, we must add some quantity to this. The<br />

source of these iodine atoms must be the iodine molecules. This will result in a<br />

decrease in the concentration of iodine molecules. If we assume that the change<br />

in the molarity of iodine molecules is x, then, based on the reaction stoichiometry,<br />

the iodine atom concentration change will be 2x. This information begins<br />

the next line in our table:<br />

I 2<br />

Initial 0.500<br />

I<br />

0<br />

Change x 2 x<br />

[I] 2

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