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Formulas and Percent Composition

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Presentation on theme: "Formulas and Percent Composition"— Presentation transcript:

1 Formulas and Percent Composition

2 Percent Composition The percent composition is the percentage by mass of each element in a compound This helps distinguish compounds made up of the same elements FeO or Fe2O3 In Iron (III) Oxide, Iron is 69.94% Fe and 30.06% O In Iron (II) Oxide, Iron is 77.73% Fe and 22.27% O

3 Percent Composition Calculate the percent composition of copper (I) sulfide. 1. Write the molecular formula Cu2S 2. Find the molar mass of each element in the compound (2 mol Cu)(63.55 g/mol Cu) = g Cu (1 mol S)(32.07 g/mol S) = g S Molar mass of Cu2S = g/mol 3. Calculate the percent by mass of each element (127.1g Cu)/(159.2g Cu2S) x 100 = 79.85% Cu (32.07g S)/(159.2g Cu2S) x 100 = 20.15% S 4. Check to be sure it adds to 100%

4 Percent Composition Calculate the percent composition of aluminum nitrate. Al = 12.67% N = 19.73% O = 67.60%

5 Empirical Formulas The Empirical Formula is the simplest whole number ratio among the atoms in a compound Ammonium Nitrite NH4NO2 What is the simplest whole number ratio of each element in the compound? N2H4O2 becomes NH2O This is the empirical formula

6 Percent Composition and Empirical Formula
One can determine the Empirical Formula from percent composition Chemical analysis of a liquid shows that it is 60.0% C, 13.4% H, and 26.6% O by mass. What is the empirical formula for the liquid? 1. Assume you have g of the substance Then you have 60.0g of C 13.4g of H and 26.6g of O

7 Percent Composition and Empirical Formula
2. Convert from mass to moles (60.0g C)(1 mol C/12.011g C) = 5.00 mol C (13.4g H)(1 mol H/1.01g H) = 13.3 mol H (26.6g O)(1 mol O/16.00g O) = 1.66 mol O 3. Divide all moles by the smallest number to find the ratio 5.00 mol C/1.66 = 3.01 mol C 13.3 mol H/1.66 = 8.01 mol H 1.66 mol O/1.66 = 1.00 mol O 4. This is your Empirical Formula C3H8O

8 Empirical Formulas Benzoic Acid contains 68.8% Carbon, 4.95% Hydrogen, and 26.2% Oxygen. Find the empirical formula. (68.8gC)(1molC/12.01gC) = 5.73 mol C (4.95gH)(1molH/1.01gH) = 4.90 mol H (26.2gO)(1molO/16.00gO) = 1.64 mol O Divide by 1.64 (smallest number) 5.73molC/1.64 = 3.5 mol C 4.90molH/1.64 = 3.0 mol H 1.64molO/1.64 = 1.0 mol O

9 Empirical Formulas Can you have C3.5H3O? No!
You must multiply all by 2 so you can have whole numbers 3.5 x 2, 3 x 2 and 1 x 2 Your final empirical formula is C7H6O2

10 Molecular Formulas Molecular formulas are multiples of empirical formulas CH2O C2H4O2 is acetic acid (2 x Empirical Formula) C6H12O6 is Glucose (6 x Empirical Formula) You can determine the molecular formula from the empirical formula and the mass of the compound

11 Molecular Formulas The empirical formula for a compound is P2O5. Its experimental molar mass is 284 g/mol. Determine the molecular formula for the compound. Determine the molar mass of the empirical formula g/mol Find the ratio of the compound molar mass to the empirical formula molar mass (284 g/mol)/( g/mol) = 2.00 Multiply the empirical formula by this number 2(P2O5) = P4O10 Verify the results with a check of the molar mass of the new formula


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