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Do Now: If one stick of Juicy Fruit gum weighs 3.0g, what percent of the total mass of the gum is sugar?

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Presentation on theme: "Do Now: If one stick of Juicy Fruit gum weighs 3.0g, what percent of the total mass of the gum is sugar?"— Presentation transcript:

1 Do Now: If one stick of Juicy Fruit gum weighs 3.0g, what percent of the total mass of the gum is sugar?

2 Hydrate Lab – for tomorrow
Pre-lab Title Purpose Materials Procedure Data table Hydrate Anhydrous

3 Hydrates Hydrates, like zinc acetate dihydrate, Zn(C2H3O2)2 * 2H2O
Water molecules are incorporated into the crystalline structure. Methane hydrate Hydrates, like zinc acetate dihydrate, Zn(C2H3O2)2 * 2H2O are commonly found in skin care products such as moisturizer, shampoo and lip balm.

4 What is the % H2O in nickel chloride dihydrate, NiCl2 * 2H2O?
Element # g/mol (molar mass) TOTAL Ni 1 58.69 g/mol 58.69g Cl 2 35.45 g/mol 70.90g H2O 18.02 g/mol 36.04g MOLAR MASS= 165.63g/mol NiCl2 * 2H2O %H2O = = % H2O

5 Percentage Composition
(by mass...not atoms) % = x 100 part whole Mg magnesium 24.305 12 Cl chlorine 35.453 17 % Mg = x 100 24.31 g 95.21 g 25.52% Mg Law of definite proportions states that a chemical compound always contains the same proportion of elements by mass Percent composition — the percentage of each element present in a pure substance—is constant Calculation of mass percentage 1. Use atomic masses to calculate the molar mass of the compound 2. Divide the mass of each element by the molar mass of the compound and then multiply by 100% to obtain percentages 3. To find the mass of an element contained in a given mass of the compound, multiply the mass of the compound by the mass percentage of that element expressed as a decimal Mg2+ Cl1- 74.48% Cl MgCl2 It is not 33% Mg and 66% Cl g= g 2 Cl @ g= g 95.21 g

6 percentage composition: the mass % of each
element in a compound % of element = g element molar mass of compound x 100 Find % composition. (see calcs above)‏ PbO2 207.2 g Pb : 239.2 g = 86.6% Pb 32.0 g O : 239.2 g = 13.4% O (NH4)3PO4 42.0 g N : 149.0 g = 28.2% N 12.0 g H : 149.0 g = 8.1% H 31.2 g P : 149.0 g = 20.8% P 64.0 g O : 149.0 g = 43.0% O

7 Empirical and Molecular Formulas
A pure compound always consists of the same elements combined in the same proportions by weight. Therefore, we can express molecular composition as PERCENT BY WEIGHT. Empirical formula gives only the relative numbers of atoms in a substance in the smallest possible ratio Molecular formula gives the actual number of atoms of each kind present per molecule Ethanol, C2H6O 52.13% C 13.15% H 34.72% O

8 Different Types of Formulas
Molecular Formula – shows the real # of atoms in one molecule or formula unit Empirical Formula – shows smallest whole number mole ratio **Sometimes the empirical &molecular formula can be the same Structural Formula- molecular formula info PLUS bonding electron and atomic arrangement C6H6 CH

9 Calculating Empirical formula
Percent to mass (assume 100g) Mass to mole (molar mass) Divide by the smallest (ratio) Multiply til’ whole*

10 Empirical Formula Quantitative analysis shows that a compound contains 32.38% sodium, 22.65% sulfur, and 44.99% oxygen. Find the empirical formula of this compound. sodium sulfate 32.38% Na 22.65% S 44.99% O 32.38 g Na 22.65 g S 44.99 g O = mol Na / mol = 2 Na Na2SO4 Na2SO4 = mol S = 1 S = mol O = 4 O Step 1) %  g Step 2) g  mol Step 3) mol mol

11 Empirical Formula Quantitative analysis shows that a compound contains 66.75% copper, 10.84% phosphorus and 22.41% oxygen. Find the empirical formula of this compound. copper (I) phosphate 66.75% Cu 10.84 % P 22.41 % O 66.75g Cu 10.84g P 22.41g O = mol Cu / mol =3 Cu Cu3PO4 Cu3PO4 = mol P = 1 P = mol O = 4 O Step 1) %  g Step 2) g  mol Step 3) mol mol


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