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CH 3 Mass Relations in Chemsitry; Stoichiometry

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CH 3 Mass Relations

in Chemistry;

Stoichiometry

Atomic Mass

 Indicates how heavy an element is

compared to another element.

 Units AMU---Atomic Mass Unit

 Defined as 1/12 of the mass of a C-12 atom

Atomic Mass from isotope composition

 Isotopic Abundance: the natural of an isotope.







Isotope Atomic Mass Percent Contribution to atomic

abundance mass



Ne-20 20.00 90.92 =

Ne-21 21.00 00.26 =

Ne-22 22.00 08.82 =

Mass of individual atoms

 Mass of 1 atom = molar mass/ NA

(Avogadro's #)



Reacquaint yourself with the mole wheel.

The Mole

 1 mol= 6.022 x 1023 items



 1mol H = 6.022 x 1023 H atoms = 1.008g

 1mol Cl= 6.022 x 1023 Cl atoms = 35.45g

 1mol Cl2= 6.022 x 1023 Cl2 molecules = 70.90g

Molar mass (MM)

 Molar mass is numerically equal to the

sum of the atomic masses.

Mass % from formula

% composition of K2CrO4

Use part / whole, assume you have 1 mole of

compound. (the math is easier)

1mol = K2CrO4 194.20 g



%K = 78.90/194.20 =

%Cr =

%O =

Simplest / empirical formula

 Simplest whole number ratio of atoms

present in a compound.

Simplest (empirical) formula

from % composition

 Steps:

1. Find the mass of each element in the

sample compound, assume 100g total.

2. Find the numbers of moles of each

compound.

3. Divide each by the smallest # of moles and

look for obvious ratios.

Use the following K= 26.6%, Cr= 35.4%, O = 38.0%

Simplest formula (empirical)

from analytical data

An organic sample containing only C, H, O atoms weighs

1.000g



Burning the sample gives 1.466g CO2,

0.6001g H2O

Find the simplest formula…

 All the carbon from the sample is “locked up” in CO2

 The portion of CO2 that is carbon can be determined by

the mass ratio in the formula (12.01/44.01)

 This multiply this by the mass of CO2 and you find grams

of carbon in the sample.

Yield of product in a reaction

 Ordinarily, reactants are not present in the

exact ratio required for reaction.

Usually 1 is in excess; some left when reaction

is over.

1 is limiting; completely consumed to give the

theoretical yield of product.

Calculating theoretical yield

1. Calculate the yield expected if the first

reactant is limiting.

2. Repeat the calculation for the second

reactant

3. The theoretical yield is the SMALLER

of these two quantities. The reactant that

gave the smaller theoretical yield is the

limiting reactant.

2 Ag (s) + I2 (s)  2 AgI (s)

 Calculate the theoretical yield of AgI and

determine the limiting reactant.

 There is 1.00g Ag, and 1.00g I2.

% Yield

 Suppose the actual yield is 1.50g AgI,

what was the % yield?



Actual/Theoretical (x100) = % Yield



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