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The concepts of empirical and molecular formulas in chemistry. It covers the definition of each formula type, the relationship between them, and the steps to determine empirical formulas from percentage or mass compositions. It also includes examples and practice problems.
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Chapter 7 Section 4: Determining Chemical Formulas Objective 1: Define empirical formula , and explain how the term applies to ionic and molecular compounds. Objective 3: Explain the relationship between the empirical formula and the molecular formula of a given compound.
Empirical Formula: The simplest formula that represents the whole number ratio between the elements in a compound.
For ionic compounds the formula is the lowest ratio of the atoms; therefore the empirical formula and the chemical formula are the same – caution is needed when considering polyatomic ions. They are units that cannot be reduced: example peroxide O 2 -2^ with H it looks like it should be reduced. H 2 O 2 HO, is not correct, the peroxide polyatomic ion is not represented.
Molecular formulas are different. Molecular Formula: a formula showing the types and numbers of atoms combined in a single molecule of a molecular compound
Molecular formulas and empirical formulas are not always the same. For example, the empirical formula of the gas diborane is BH 3 , but the molecular formula is B 2 H 6. In this case, the number of atoms given by the molecular formula corresponds to the empirical ratio multiplied by two. Subscripts in a chemical formula are usually thought of as a ratio of atoms. EX: H 2 O is a ratio of 2 H : 1 O. Subscripts are also a ratio of moles. To determine an empirical formula, one must determine the mole ratio.
Objective 2: Determine an empirical formula from either a percentage or a mass composition. Determining the Empirical Formula (Mole Ratio): Using a percent composition – employ 3 steps:
36.5% Na 36.5g Na 25.4% S 25.4g S 38.1% O 38.1g O
Convert that mass to a mole using molar mass. We cannot use decimal values for subscripts, so on to step 2
(3.012)
(36.5g Na)
1 mol Na = 1.59 mol Na 22.99 g Na
(25.4g S)
1 mol S = 0.79 mol S 32.07 g S
(38.1g O)
1 mol O = 2.38 mol O 16.00 g O
Practice #2: A 60.0g sample of tetraethyl-lead contains 38.4 g lead, 17.8 g carbon, and 3.74 g hydrogen. Find its empirical formula. Step 1: Find the number of moles of each element present Part A already done. Part B
Step 2: Divide each mole number by the smallest mole number – this gives the whole number ratio for the elements in the compound.
Step 3: Use the mole ratio for the subscripts of each element in the formula. The empirical formula is PbC 8 H 20
This is an organic compound that used to be added to gasoline, but the lead is too dangerous.
(38.4 g Pb)
1 mol Pb = 0.185 mol Pb 207.2 g Pb
(17.8 g C)
1 mol C = 1.48 mol C 12.01 g C
(3.74 g H )
1 mol H = 3.70 mol H 1.01 g H
0.185 mol = 1 0.185 mol 1.48 mol = 8 0.185 mol 3.70 mol = 20 0.185 mol
Determine the molecular formula for a compound with an empirical formula of NH 2 and a formula mass of 32.06 amu. Given: The empirical formula is NH 2 ; molecular formula mass is 32.06 amu
Plan: Calculate empirical formula mass for NH 2 ; then use it to find the ratio, and finally apply the ratio to calculate the molecular formula
Calculate: NH 2 : (1)(14.01 amu) + (2)(1.01 amu) = 16.03 amu
X = 2 .000 Which means that the molecular formula is 2 .0 times the empirical formula
So the molecular formula is ( 2 )(NH 2 ) = N 2 H 4
Your turn:
32.06 amu 16.03 amu