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Untitled - Kelly Walsh High School

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Mass, Moles, and Equations 37<br />

Quick Tip<br />

2. We calculate the mole-to-coefficient ratio of each reactant by dividing the<br />

moles of that reactant by its coefficient in the balanced chemical equation.<br />

The reactant that has the smallest mole-to-coefficient ratio is the limiting<br />

reactant. Many of us use this method.<br />

Let us consider the rusting reaction once more. Suppose that 50.0 g of iron and<br />

40.0 g of oxygen react. Calculate the number of grams iron(III) oxide that could<br />

be formed.<br />

First, write the balanced chemical equation:<br />

4 Fe(s) 3 O 2(g) l 2 Fe 2O 3(s)<br />

Next, convert the grams of each reactant to moles:<br />

1 mol Fe<br />

(50.0 g Fe)a b 0.89531927 mol Fe (unrounded)<br />

55.846 g<br />

(40.0 g O 2 )a 1 mol O 2<br />

31.998 g b 1.250078 mol O 2 (unrounded)<br />

Divide each by the coefficient in the balanced chemical equation. The smallest<br />

result is the limiting reactant:<br />

For Fe: 0.89531927 mol Fe/4 0.2238298 mol/coefficient Limiting reactant<br />

For O2: 1.250078 mol O2/3 0.4166927 mol/coefficient<br />

Finally, base the stoichiometry of the reaction on the limiting reactant:<br />

1 mol Fe<br />

(50.0 g Fe)a<br />

55.846 g ba2 mol Fe2O3 4 mol Fe<br />

159.689 g<br />

ba b 71.5 g Fe2O3 1 mol Fe2O3 Any time you are given the amounts (grams, moles, and so on) of more than one<br />

reactant, you will need to calculate the limiting reactant.

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