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Empirical Formula
 

An empirical formula for a compound is the formula written in its most reduced form. For example, the empirical formula for C6H12O6 is CH2O. (Note: The 6, 12 & 6 in the original formula are all divisible by 6 so it reduces to 1, 2 & 1.) The amount of each element in a compound must be divisible in order to reduce. For example calcium oxalate, CaC2O4, cannot be reduced because there is 1 calcium, 2 carbon and 4 oxygen. Thus, CaC2O4, is already an empirical formula.

Sometimes you will have to calculate a substance's empirical formula from its percent composition or mass composition. In either case (mass composition or percent composition), the steps are the same. Look at the example below.

A compound consists of 72.2% magnesium and 27.8% nitrogen by mass. What is the empirical formula?
Description of Action
Action
1. Divide each element’s percent composition or mass composition by its atomic weight. Round your answer to at least three places after the decimal. Mg: 72.2 ÷ 24.3 = 2.971
N: 27.8 ÷ 14.0 = 1.986
2. Divide each result by the smallest result. Round your answer to at least two places after the decimal. Mg: 2.971 ÷ 1.986 = 1.50
N: 1.986 ÷ 1.986 = 1.00
3. Multiply each result by the same whole number until both equal a whole number (or at least within a couple hundredths). If your result ends in one or the following, multiply all results by same factor.
If your number ends in...
            .25 --- multiply all by 4
            .33 --- multiply all by 3
            .50 --- multiply all by 2
            .66 --- multiply all by 3
            .75 --- multiply all by 4
Mg: 1.50 x 2 = 3
N: 1.00 x 2 = 2
4. Write the formula with the each element’s result as its subscript. (Remember to write the cation first in ionic compounds.) Mg3N2

Simplified, the steps above are:
Given: Percentage or mass of each element or compound.

1. Divide each percentage or mass by either the element’s atomic weight.

2. Divide each result by the smallest result.
3. Multiply each result by the SAME whole number to get a whole number result. The number you use depends on what your results are. The chart below outlines what to multiply by.
Result ends in
Multiply all by
.25
multiply all by 4
.33
multiply all by 3
.50
multiply all by 2
.66
multiply all by 3
.75
multiply all by 4

If your results after completing step 2 do not end in one of the numbers in the table above you should round your result to the nearest value from the table. (For example a result that ends in .35 should be rounded to .33.)

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