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Percent Yield

So far we have been assuming that the reaction proceeds 100% to products. In reality, this is rarely the case!

When we are doing experiments in the lab we often lose some of our product by spilling it or residues of it get left on glassware and spatulas.



So far we have been calculating the theoretical yield.

Theoretical Yield - the maximum amount of product produced based on the quantity of the limiting reagent (e.g. the amount of product produced in a calculation).

Actual Yield - the actual amount of product produced in the reaction (e.g. the amount of product obtained in a laboratory experiment).


% yield= actual yieldtheoretical yield x100\boxed{\%\ yield=\ \frac{actual\ yield}{theoretical\ yield}\ x100}


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Test Your Understanding

1) In a lab, you measure your product and record 5.222g. This is the
actual
yield.

2) If everything went 100% perfectly according to the reaction we would get the
theoretical
yield

3) If I determined the limiting reagent, and then calculated the number of moles of product and the mass of product based on this, I've just calculated the
theoretical
yield

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Example: What is the Percent Yield

When 49.00 g of a hydrocarbon fuel with formula C7H10O2\text{C}_7\text{H}_{10}\text{O}_2 is reacted with excess oxygen, a total of 21.56 g of water is collected. What was the percent yield of the reaction?

2
C7H10O2 +
17
O2
10
H2O +
14
CO2

actual yield=21.56g water

m = 49 g
MW=126 g/mol
n = m/MW
n = 49 g / 126 g/mol
n = 0.38889 moles

Now we need to convert that into theoretical moles of water:
0.38889 moles divided by 2 multiplied by 10 = 1.945 moles of water
MW(water) = 18 g/mol

Now we need to calculate theoretical mass:
n = m/MW
m = nM
m = 1.945 mol x 18 g/mol
m = 35.01 g of water (theoretical mass)

In the question it states we produced 21.56 g of water (actual mass).

Now we can solve for % yield:
% yield = actual yield/theoretical yield x 100
% yield = 21.56 g / 35.01 g x 100
% yield = 62%

Practice: Calculate Moles Given Percent Yield

If the yield for the following reaction is 45%, how many moles of KClO3 are needed to produce 1 mol of O2?

2KClO3(s) → 2KCl(s) + 3O2(g)

Practice: Limiting Reagent & Percent Yield

Iron oxidizes when exposed to oxygen to form iron oxide according to the following equation:
Fe + O2 ​→ Fe2​O3

352g of pure iron is exposed to 12.0 mols of O2, and after a period of time 46.7 g of iron oxide (rust) is collected.
What is the limiting reagent in this reaction?
Extra Practice