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Empirical Formulas. Reading activity . With a partner take turns reading pages 241-246 Discuss the relationships between the following words and create a small word web to show how they are related Molecular Formula Empirical Formula Percent Composition Mole Molar Mass “n”. Definition.
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Reading activity • With a partner take turns reading pages 241-246 • Discuss the relationships between the following words and create a small word web to show how they are related • Molecular Formula • Empirical Formula • Percent Composition • Mole • Molar Mass • “n”
Definition • Empirical Formulas of a chemical compound is shows the smallest whole number ratio of elements in a compound. • Standard for ionic compounds
Where does it come from? • The term empirical refers to a process of elemental analysis used to determine relative percent composition of a pure chemical substance by element.
Molecular Formula • Molecular Formula identifies the absolute number of atoms of such elements to be found in each discrete molecule of that compound.
You may be given the following info: • The masses of the elements in a weighed sample of the compound • The mass percents of the element in the compound • Assume a 100-g sample and calculate the masses of each element in that sample
From the information given… • Find the number of moles of each element. (Gram to mole conversion usually) • Find the simplest mole ratio and set that to 1. • Find all other mole ratios. • Apply the mole ratios as subscripts for your simple formula. • If a mole ratio is X 0.5, then multiply ALL mole ratios by 2.
#1 • 0.6884gPb = 3.322*10-3 • 0.2356gCl = 6.6646*10-3 Mass of Pb Mass of Cl
Pb = 1.000 mol Pb Cl: = 2.001 mol Cl ANSWER: PbCl2 Divide by the smallest number
#2 • HINT: Assume 100 grams • Answer: C6NH11O • Answer #3: C3H3O
Molecular Formulas • 71.65 g Cl = 2.021mol Cl • 24.27 g C = 2.021mol C • 4.07 g H = 4.04mol H • Ratio: ClCH2
The molar mass of ClCH2 is 49.48 g (empirical formula mass) • = = 2 ; • thus the Molecular Formula is (ClCH2)2 or Cl2C2H4
Practice Problems • Complete on the back or new page in your notebook • Page 248 • Problems: 1-5, 8 & 10