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Chapter 9

STOICHIOMETRY

(2)

STOICHIOMETRY

Stoichiometry: looks at what mass of products (in

grams) is produced when you start with a certain

mass of reactant

Tells you how much you make when you start with

a certain amount of stuff.

Prediction of what is to be produced using molar

(3)

EXAMPLE

Let’s say you start with the following recipe:

2 eggs + 1 cup of mix + 2 tubs of frosting 1 cake + 3 cupcakes

Write this down and answer the following

questions:

1. If you start with 6 eggs, how many cupcakes would you

make?

2. If you started with 4 cups of mix, how many cakes could

you make?

3. If you made 6 cupcakes, how many tubs of frosting did

you need?

4. If you started with 1 ½ cups of mix, how many cupcakes

(4)

ANSWERS

1.

9 Cupcakes

2.

4 Cakes

3.

4 Tubs of frosting

4.

4 ½ Cupcakes

(5)

STOICHIOMETRY

Answer: You used the ratio between one

ingredient and what you made.

How does this relate?

 Chemistry is like baking. Chemical reactions occur in

(6)

EXAMPLE

Write the balanced equation for the following:

 Sodium and chlorine mix to form sodium chloride.

2Na + Cl

2

 2NaCl

In this reaction, you have a ratio of reactants and

products.

They are always the same.

ANSWER THE FOLLOWING QUESTIONS

(7)

QUESTIONS

2Na + Cl

2

2NaCl

If you start with 4 Na, how much NaCl do you

make?

 4 NaCl

If you start with 4 Cl

2

, how much NaCl do you

make?

 8 NaCl

If you made 5 NaCl, how much Cl

2

did you start

with?

 2.5 Cl

(8)

ANSWERS

In each case you take the ratio from the chemical

reaction

IMPORTANT NOTE: WHAT ARE THE

(9)

MOLAR RATIO

The numbers in front of the compounds

(10)

USING DIMENSIONAL ANALYSIS

To solve for the amounts of reactants and products,

we use the balanced chemical equation

Just like every other dimensional analysis problem,

(11)

EXAMPLE

Let’s use the previous reaction:

 2Na + 1Cl

2  2 NaCl

If you start with 3.75 moles of Cl

2

, how many

moles of NaCl can you make?

Start with what you know:

3.75 moles Cl

(12)

ANSWER

2

Na +

1

Cl

2

2

NaCl

 YOU USE THE RATIO OF MOLES AS THE

CONVERSION FACTOR (from the balance chem eqtn)

 3.75 moles Cl

2 X 2 moles of NaCl =

1 1 mole of Cl2

7.50 moles of NaCl

Not only do you have to put the units in dimensional

(13)

TRY THESE

1. H2 + N2 NH3

For the above reaction, balance the reaction. Then, if you start with 2.5 moles of H2, how many moles of NH3 do you make?

3 H

2 + 1 N22 NH3 2.5 mol H

2 x 2 molNH3

3mol H2

2. Zn + HCl ZnCl2 + H2

For the above reaction, balance the reaction. If you start with 5.0 moles of Zn, how many moles of HCl do you need to complete the reaction?

Zn + 2 HCl ZnCl

2 + H2(g) =5 mol Zn x 2 molHCL

1mol Zn

=1.67mols NH3

(14)

MOLECULES

MOLES

MASS

(dnw)

Molecules Moles

1mole = 6.022x10

23

molecules

6.022x10

23

molecules

1mole

Mass

Moles

#grams = 1 mole

1 mole

#grams

Review:

How do you convert from molecules to

moles? mass to moles?

)

)

)

)

)

(15)

HOW DOES THIS WORK FOR US?

dnw

Reminder: Chemical reactions are ratios of moles.

To use molecules or mass, YOU MUST FIRST

CONVERT TO MOLES

EXAMPLE (write)

You begin with the following reaction:

MgBr

2

+ 2NaOH  2NaBr + Mg(OH)

2

If you start with 1.2 x 10

24

molecules of NaOH, how

(16)

STEP 1

Convert molecules to moles (ALL CHEMICAL

REACTIONS ARE RATIOS OF MOLES ONLY!!!)

 1.2 x 1024 molecules X 1 mole__ =

6.022x1023 molecules

STEP 2

MgBr

2

+ 2NaOH

2NaBr + Mg(OH)

2

DNW

2.0moles NaOH X 1 moles Mg(OH)

2

=

2 moles NaOH

1 mole of Mg(OH)

2

(17)

EXAMPLE #2

You begin with the following reaction:

2H

2

+ O

2

 2H

2

O

If you start with 96.0g of O

2

, how many moles of

(18)

STEP 1

 Convert mass to moles first (CHEMICAL REACTIONS

ARE ALWAYS RATIOS OF MOLES!!!)

 x x

 = 6 moles of H

2O

 NOTICE(dnw): EVERY NUMBER HAS A UNIT AND

THE NAME OF THE COMPOUND 96 g O2

1

1 mole O2 32 g O2

(19)

TRY THESE

In your notes

For the following balance the equation and then

answer the question:

AgNO

3

+ CaBr

2

 AgBr + Ca(NO

3

)

2

If you start with 5.25 g of CaBr

2

, how many

(20)

Solution

2AgNO

3 +1CaBr2  2AgBr + Ca(NO3)2

 x x

 =.0525 moles of AgBr

 NOTICE(dnw): EVERY NUMBER HAS A UNIT AND

THE NAME OF THE COMPOUND 5.25g CaBr2

1

1 mole CaBr2 199.88g of CaBr2

2 moles AgBr =

(21)

 If you start with 3.18 g of AgBr, how many molecules of Ca(NO

3)2 do you make?

2AgNO

3 + CaBr2  2AgBr + Ca(NO3)2

 = 5.099 x 1021 molecules of Ca(NO

3)2

 NOTICE: EVERY NUMBER HAS A UNIT AND THE

NAME OF THE COMPOUND

3.18g AgBr 1

1 mole AgBr 187.77g of AgBr

1 moles Ca(NO3)2 2 mole AgBr

x x x Avo #molecules

(22)

2AgNO3 + CaBr2  2AgBr + Ca(NO3)2

If you have 1.35 x 1030 atoms of CaBr

2 , how many grams of Ca(NO3)2 will be produced??

1.35 x 1030 atoms CaBr 2

1

X 1 moles CaBr X

2

Avo # atoms CaBr2

X

1 moles Ca(NO3)2 1 mole CaBr2

164.1 g Ca(NO3)2 1 moles Ca(NO3)2

=

367,000,000.00 g Ca(NO

3

)

2

or

3.674 x 10

8

g Ca(NO

(23)

TRY THIS

Balance the following reaction:

P

+ O

2

PO

5

If you produce 155g of PO

5

, what mass

(24)

ANSWER

2P + 5O

2

2PO

5

155g PO5 x 1mole PO5 x 5moles O2 x 32g O2

110.97g PO5 2moles PO5 1mole O2

(25)

PERCENT YIELD

I. In theory, you should always produce a certain mass of

product if you start with a specific mass of reactant.

II. In reality, things aren’t perfect:

i. You could measure inaccurately

ii. Some product could be lost during the reaction iii. The reaction doesn’t go to completion

III. As a result . . .

i. YOU ALWAYS PRODUCE LESS PRODUCT THAN

IS PREDICTED

IV. There is a way to measure how much product that you did

produce:

(26)

CALCULATING PERCENT YIELD

I. To calculate the percent yield, you first need to calculate

the theoretical amount of product that should be produced

i. Just like how we have been doing.

II. You then have to measure the actual amount or product

made (this value will be give)

III. Then you use the following formula:

Actual amount of product (from the lab) x 100 Theoretical amount of product( from stoich calc)

(27)

STEP 1

Calculate the theoretical yield (the amount of

H

2

O you should produce)

75.0gHCl x 1mole HCl x| 1 mole H2O | x18.02g H2O 36.46g HCl 1mole HCl | 1mole H2O

= 37.1g of H

2

O

EXAMPLE

NaOH + HCl NaCl + H2O

(28)

STEP 2

I.

Use the amount of product measured to calculate

%yield

i. Theoretical yield = 37.1g ii. Actual yield = 35.0 g

II.

%yield = 35.0g X 100

III.

37.1g

(29)

TRY THE FOLLOWING

Using the following unbalanced equation, solve

the problem:

FeCl

3

+ NaBr

FeBr

3

+ NaCl

If you start with 225g of NaBr and produce

(30)

Balanced chemical reaction

FeCl

3

+ 3NaBr

FeBr

3

+ 3NaCl

Step 1

225g NaBr x 1mole NaBr x 1mole FeBr3 x 296g FeBr3

103g NaBr 3moles NaBr 1mole FeBr3

= 216g of FeBr3

FeCl3 + NaBr  FeBr3 + NaCl

(31)

SOLUTION

%YIELD =

200g FeBr

3

x 100

216g FeBr

3

= 92.6%

(32)

LIMITING REACTANT

I. If you start with the mass of 2 reactants, how do you

determine the mass of the product?

II. 2 eggs + 1 cup of mix + 2 tubs of frosting 1 cake + 3 cupcakes

If you have 15 eggs and 8 tubs of frosting how many cupcakes can you make??? Use stoich…

15 eggs x 3 cupcakes = 22.5 cupcakes

2 eggs

8tubs frosting x 3 cupcakes =12 cupcakes

2 tubs frosting

How many cupcakes can you actually make?

(33)

LIMITING REACTANT

I. If you start with the mass of 2 reactants, how do you

determine the mass of the product?

II. EXAMPLE:

i. 2H2 + O2  2H2O

ii. If you have 5.00g of H2 and 65.0g of O2, how much H2O can

you make? Which reactant runs out first (limited)?

III. To solve, you must calculate how much water each

reactant could theoretically produce.

5.00g H2 x 1mole H2 x 2moles H2O x 18g H2O__ = 44.5g of H2O

2.02g H2 2moles H2 | 1mole H2O

65.0g O2 x 1mole O2 x 2moles H2O x 18g H2O__ =73.1g of H2O

(34)

WHAT DOES IT MEAN?

I.

In this example:

i. 5.00g of H2 would produce 44.5g of H2O ii. 65.0g of O2 would produce 73.1g of H2O

iii. Therefore, you can ONLY produce 44.5g of H2O. At

this point the H2 runs out and you can’t make any more water.

II.

Since the H

2

produces less water than the O

2,

the H

2
(35)

LIMITING Vs EXCESS

REACTANT

:

I. Since the H2 limits how much water is produced, we call

this reactant the:

i. LIMITING REACTANT: a reactant that is totally

consumed during a chemical reaction. Determines the

actual amount of product.

II. Since we will have extra O2 left over from the reaction, we

call this reactant the:

i. EXCESS REACTANT: a reactant that is leftover

(36)

LET’S PRACTICE

Zinc combines with hydrochloric acid to form zinc

chloride and hydrogen gas. If you start with 125g of

zinc and 125g of HCl, how much hydrogen gas will

you actually produce? What is the limiting

(37)

ANSWER

Zn + 2HCl

ZnCl

2

+ H

2

 125g Zn x 1mole Zn x 1mole H

2 x 2.02g H2 __=3.85g H2

65.39g Zn 1mole Zn 1mole H2

 125g HCl x 1mole HCl x 1mole H

2 x 2.02g H2__ =3.47g H2

36.46g HCl 2mole HCl 1mole H2

(38)

WHAT ABOUT THE EXCESS REACTANT?

I.

When you do a reaction, sometimes it is necessary

to determine how much excess reactant is

remaining.

II.

To calculate this, you use the amount of limiting

reactant to calculate the amount of excess reactant

you actually used

III.

You then subtract the amount of excess you started

will from how much was used.

(39)

PREVIOUS EXAMPLE

 EXAMPLE: (DNW already in notes)

 2H

2 + O2  2H2O

 If you have 5.00g of H

2 and 65.0g of O2, which reactant

runs out first?

 5.00g H

2 | 1mole H2 | 2moles H2O | 18g H2O__ =

2.02g H2 | 2moles H2 | 1mole H2O

44.5g of H 2O

 65.0g O

2 | 1mole O2 | 2moles H2O | 18g H2O__ =

32g O2 | 1moles O2 | 1mole H2O

(40)

EXAMPLE

I. In this case, H2 was the limiting reactant and O2 was the

excess reactant.

i. We know that all of the H2 was used up

ii. We have to calculate how much O2 was used up

iii. Using this, we can calculate how much O2 is remaining

II. Since H2 is the limiting factor, we calculate how much O2

is needed to exactly combine with the H2

5.00g H2 x1mole H2 x 1mole O2 | x 32g O2__= 39.6g O2

2.02g H2 2moles H2 1mole O2

44.5g H2O x1mole H2O x 1mole O2 |x 32g O2__= 39.6g O2

18.02g H2O 2moles H2O 1mole O2

(41)

ANSWER

I. You started with 65.0g of O2 II. You used 39.6g of O2

III. 65.0g – 39.6g = 25.4g

IV. Therefore, you have 25.4g of O2 remaining at the end of

the reaction.

(42)

SUMMARY

1. Translate and balance reaction

2. Figure out what you need to solve for (grams of reactant

to grams of product)

3. Solve for each reactant

4. Determine limiting reactant

5. Use the limiting reactant to solve for how much excess

reactant you use

(43)

LET’S PRACTICE

1. Aluminum combines with chlorine to form aluminum

chloride. If 55.0g of aluminum reacts with 155g of chlorine, find the following:

a) The limiting reactant b) The mass of product

c) Mass of excess reactant(leftovers)

d) If 170.0g of aluminum chloride is actually produced, what

(44)

Aluminum combines with chlorine to form aluminum chloride. If 55.0g of aluminum reacts with 155g of chlorine , find the following: 2Al + 3Cl2  2AlCl3

The limiting reactant???

155g Cl2 x 1mol Cl2 x 2mol AlCl3 x 133.33g AlCl3 = 194.27gAlCl3 1 70.90gCl2 3mol Cl2 1mol AlCl3

55g Al x 1mol Al x 2mol AlCl3 x 133.33g AlCl3 = 271.91g AlCl3 1 26.98gAl 2mol Al 1mol AlCl3

The mass of product????

Mass of excess reactant(leftovers)

155g Cl2 x 1mol Cl2 x 2mol Al x 26.98 g Al= 39.32gAl 1 70.90gCl2 3mol Cl2 1mol Al

If 170.0g of aluminum chloride is actually produced, what is the percent yield?

39.32gAl (170/194.27)100= Chlorine 194.27g AlCl3 15.68gAl 87.5%

References

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