Transcript File

UNIT 2

Moles and Molar Mass

  The Mole represents a specific amount of any substance.

Specifically it represents 6.02x10

23 particles such as atoms and molecules.

  The mole is based on the fact that 12 grams of Carbon-12 has a mole of atoms. A mole means you have 6.02x10

23 particles.

  Molar Mass (aka gram formula mass or molecular mass) is the mass of one mole of a substance. Element ’ s molar masses are reported on the periodic table.

1.

What is the molar mass of iron?

55.8 g/mol 2.

What is the molar mass of copper?

63.5 g/mol

1. What is the molar mass of water?

H2O = 2(1.0) + 16.0 = 18.0g/mol 2. What is the gram-formula-mass of calcium chloride?

CaCl2 = 40.1 + 2(35.5) = 111.1 g/mol

Calculating Moles

Use the formula on table T: number of moles = given mass (g) _ gram-formula mass (Given mass will be your answer.)

1.

Calculate the mass of 6.70 moles of carbon.

6.70 = x _ 12.og/mol x = 80.4 g

Calculate the mass of 0.023moles of lithium.

0.023 = x _ 6.9 g/mol x = 0.16 g

Calculate the mass of 25.02 moles of calcium phosphate.

25.02 = x _ 310.3/mol x = 7764 g

 Use the same formula to calculate the moles, placing the number in the question on the numerator:

number of moles = given mass (g) gram-formula mass

4. Determine the number of moles in 8.0 grams of Boron.

x = 8.0 g _ 10.8g/mol x = 0.74 moles

Determine the number of moles in 0.567 grams of Helium.

x = 0.567 g _ 4.00 g/mol x = 0.142 moles

Find the number of moles in 1230 grams of magnesium sulfate.

x = 1230 g _ 120.4 g/mol x = 10.2 moles

Moles to Coefficients

Mix + 2 Eggs + 1 cup water = Cake Reactants Products 2 Mix = 2 Cakes 6 Eggs = 3 Cakes

4Al + 3O

2 

2Al

2

O3

reactants products Coefficients: How many moles of the substance are needed in a reaction.

 To relate moles of one substance to another, simply create a proportion: 4Al + 3O 2  2Al 2 O3 1.

2.

3.

4.

If 3 moles of oxygen react, how many moles of Aluminum oxide form? 2 If 4 moles of aluminum react, how many moles of oxygen are needed? 3 If 4 moles of aluminum oxide are formed, how many moles of oxygen were used?

6 If 8 moles of aluminum react, how many moles of oxygen are needed? 6

16 Al + 3S 8  8Al 2 S 3 1.

If 2.50 moles of sulfur react, how many moles of aluminum sulfide form?

2.50 mole S = x moles Al 2 S 3 3 8 x = 6.67 moles

16 Al + 3S 8  8Al 2 S 3 If 3.75 moles of aluminum react, how many moles of sulfur are needed?

3.75 mole Al = x moles S 8 16 3 x = 0.703 moles

Why do chemists use moles to measure substances? Why aren ’ t grams, liters and molecules enough?

Balancing

  In a reaction, atoms and molecules cannot appear or disappear. Mass must stay constant from the beginning to the end of the reaction.

H2 + O2  H2O  ___H2 + ___O2  ___ H2O

___ N2 + ____H2  ____ NH3 ___Li + ____O2  ___Li2O

__Pb(NO 3 ) 2 +__K 2 CrO 4  ___PbCr 2 O4 + ___KNO 3 ___C4H8 + ___O2  ___CO2 + ___H2O

1.

2.

3.

4.

5.

Synthesis: Decomposition: Combustion: Single Replacement: A + 2B AB 2 CH 4  + O 2 AB + C    AB 2 A + 2B CO 2 Double Replacement: AB + CD  + H 2 O CB +A AD + CB * Notice synthesis and decomposition are opposites. Also, combustion can have any carbon compound as a reactant.

Empirical and Molecular Formulas

 Empirical formula refers to any molecular formula in it ’ s reduced form.

Are these empirical? If not, reduce them: 1.

2.

3.

4.

C 2 H 2 C 6 H 12 O 6 NO 2 Na 2 (OH) 2 1. CH 2. CH 2 O 3. NO 2 4. NaOH

 Molecular Formulas are some multiple of the empirical formula.

  If the empirical formula is CH 4 could be CH 4 , C 2 H 8 , C 3 H 12 etc. a molecular formula A compound whose empirical formula is NH 3 has a mass of 34 g/mol. What is the empirical formula?

NH 3 2NH 3 = 17.0 g/mol 34/17 = 2 = N 2 H 6

    Find the mass of the empirical formula.

Divide the mass given by the empirical mass.

Distribute your answer through the empirical formula.

If a compound has a mass of 45 g/mol and an empirical formula of CH 3 , what is the molecular formula?

CH 3 3CH 3 = 15 g/mol = C 3 H 9 45/15 = 3

Percent Composition

  Nutrition Facts on foods can tell you just how much of a substance you are consuming and how that relates to how much you should eat in a day.

It is equally important to know how much of a element or compound is in a mixture.

% By mass: mass part x 100 total mass 1.

Find the % by mass of phosphoric acid.

H3PO4 3(1.0) x 100 3(1.o)+32.1+4(16.0) = 3.02%

Find the percent by mass of Ca in Ca(OH) 2 .

40.0 40.0+2(16.0)+2(1.0) x 100 = 54.1%

1.

2.

3.

NaClO NaCl NaOH

23.0/74.5 *100 = 23.0/58.5 *100 = 30.9% 39.3% 23.0/40.0 *100 = 57.5%

A sample of a substance containing only magnesium and chlorine was tested in the laboratory and found to be composed of 74.5% chlorine by mass. If the total mass of the sample was 190.2 grams, what is the mass of the magnesium?

0.745 (190.2) =

141.7 grams

For teacher use 

I went apple picking and they charge per dozen apples. I was worried it would take forever to count all the apples when I was on line. But the were smart: they weighed the apples. A dozen apples weighs 180 grams.

 I have 540 grams of apples, how many dozen do I  have?

How much does 2 dozen weigh?   How much does 0.25 dozen weigh?

How is this similar for moles?

1.

Find the gram formula mass of: a.

Ne c. NH 3 2.

3.

4.

b.

NaCl d. Mg(OH) 2 Find the number of moles is 230g Mg(OH) 2 Find the mass of 2.50 moles of NH 3 Given: 2NaCl + Mg(OH) 2  2NaOH + MgCl 2 Find the number of moles of NaCl that will react with 3.75 moles of Mg(OH) 2 .