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Untitled - Kelly Walsh High School

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42 CHEMISTRY FOR THE UTTERLY CONFUSED<br />

Don’t Forget!<br />

Now that we pulled all the information from the problem, we no longer need<br />

the original problem.<br />

Having the pertinent information, we can go to the second step that involves<br />

the equation.<br />

In order to work any problem dealing with a chemical reaction, you must have a<br />

balanced chemical equation.<br />

Since our initial equation is not balanced, we need to balance it.<br />

I2(s) F2(g) l 2 IF5(g) 75.0 g 4.00 1023 molecules 45.2 g<br />

? percent yield<br />

The most important concept when working stoichiometry problems such as this<br />

one is moles. We must have moles to proceed. The mole determination of<br />

iodine will involve the molar mass of iodine (2 126.9 g/mol), while the mole<br />

determination of fluorine will involve Avogadro’s number (since we have number<br />

of fluorine molecules). We can find the moles of each as follows:<br />

mol I2 (75.0 g I2 )a 1 mol I2 b 0.295508 mol I2 (unrounded)<br />

253.8 g I2 mol F2 (4.00 1023 1 mol F2 molecules F2 )a<br />

6.022 1023 b<br />

molecules F2 0.66423 mol F 2 (unrounded)<br />

We could determine the moles of IF 5 at this point; however, we will forego that<br />

pleasure until we finish with the reactants.<br />

We now have the moles of the two reactants. This should ring a bell–any time<br />

you have the quantity of more than one reactant, you need to know which is the<br />

limiting reagent. For this reason, our next step will be to determine which of our<br />

reactants limits the reaction. We can determine which reactant is the limiting<br />

reagent by dividing each of the moles by the coefficient of each reactant from

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