02.06.2013 Views

Untitled - Kelly Walsh High School

Untitled - Kelly Walsh High School

Untitled - Kelly Walsh High School

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

212 CHEMISTRY FOR THE UTTERLY CONFUSED<br />

Don’t Forget!<br />

The problem gives us: P CO 1.22 atm, and P CO2 0.780 atm. The next step is<br />

to enter the given values into the equilibrium constant expression and enter the<br />

values into your calculator.<br />

P2 CO<br />

PCO2 (1.22) 2<br />

Kp 1.9082 1.91<br />

(0.780)<br />

Calculate K c for the preceding equilibrium at 25°C.<br />

This is one of the few problems where an equilibrium expression is not necessary.<br />

It is also one of the few cases where the temperature is important.<br />

We will begin this problem by writing the equation that relates K p and K c:<br />

K p = K c [RT] n g<br />

The “g” subscript, which may not appear in this equation in your textbook, is a<br />

reminder to focus only on the mole of gas present in the equilibrium reaction.<br />

We have the following values given to us: K p 1.91, T 25°C, and R (from<br />

Chapter 5 on gas laws) = (0.0821 Latm/molK). The presence of the kelvin temperature<br />

unit in the value for R should serve as a reminder to convert °C to K.<br />

The temperature is 298 K.<br />

We need to determine the value of n g. We find this value from the reaction:<br />

C(s) CO 2(g) L 2 CO(g). We ignore the solid. There is 1 mol of gas on the<br />

reactant side and 2 mol of gas on the product side, therefore, n g (2 1).<br />

We can now enter these values into the equation to get:<br />

1.91 Kc B¢<br />

1)<br />

0.0821 L·atm<br />

≤ (298 K)R(2<br />

mol·K<br />

K c 0.07806816 0.0781<br />

We will finish this section by examining one of the most common types of equilibria<br />

problems.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!