1. Use the balanced chemical reaction for the combustion of propane, C3H8, to answer the questions below.
C3H8 + 5 O2 ˆ 3 CO2 + 4 H2O
A) Write the equivalence statements based on the balanced chemical reaction.
a) ____1_____C3H8
= ____5_____ O2 ______1______C3H8
= _____3____ CO2
______1_____C3H8
= _____4____ H2O
b) _______5____O2 =
___1_______ C3H8 _____5______O2
= ______3____ CO2
_____5______O2 = ____4______ H2O
c) How many molecules of carbon dioxide will be produced if 20 molecules of propane react?
|
? cule CO2 = |
20 C3H8 |
3 CO2 |
|
|
|
1 |
1 C3H8 |
|
|
? cule CO2 = 60 CO2
molecules
d) How many molecules of oxygen react with 20 molecules of propane?
|
? cule O2 = |
20 C3H8 |
5 O2 |
|
|
|
1 |
1 C3H8 |
|
|
? cule O2 = 100 O2
molecules
e) If 100 molecules of oxygen react, how many molecules of water will be produced?
|
? cule H2O = |
100 O2 |
4 H2O |
|
|
|
1 |
5 O2 |
|
|
? cule H2O = 80 H2O
molecules
f) If 3.75 E 23 molecules of oxygen react, how many molecules of carbon dioxide will be produced?
|
? cule CO2 = |
3.75 E23 O2 |
3 CO2 |
|
|
|
1 |
5 O2 |
|
|
? cule CO2 = 2.25 E23
CO2 molecules
g) How many moles of carbon dioxide will be produced if 20.0 moles of oxygen react?
|
? mol CO2 = |
20.0 mol O2 |
3 CO2 |
|
|
|
1 |
5 O2 |
|
|
? cule CO2 = 12.0 mol
CO2
h) If 8.50 moles of water is produced by this reaction, how many moles of oxygen reacted?
|
? mol O2 = |
8.50 mol H2O |
5 O2 |
|
|
|
1 |
4 H2O |
|
|
? cule O2 = 10.6 mol O2
2. Use the balanced chemical reaction for the combustion of propane, C3H8, to answer the questions below.
C3H8 + 5 O2 ˆ 3 CO2 + 4 H2O
A) A student conducts an experiment using the reaction above. When she burns 44.0 grams of propane, 160.0 grams of oxygen is consumed. 132 grams of carbon dioxide and 72 grams of water are produced. Does this data support the Conservation of Mass? Use the masses given to support both of your answers.
Yes this data supports the conservation of mass. Number of atoms in reactants equals the number of atoms in productsÑatoms are neither created nor destroyed. The atoms are just getting rearranged. The data shows this because the total mass of the reactants is 204.0 grams and the total mass of the products is 204.0 grams.
How are these masses related to the coefficients in the balanced reaction? Use the masses given to support both of your answers.
The ratios of the coefficients in
a balanced reaction do work for mass.
This means you must use the mass to find the moles of each substance and
then see if the mole ratios are the same as the coefficient ratios in the
balanced reaction.
? mole propane = (44.0 g propane/1)
x ( 1 mol/44.0 g) = 1.00 mole
? mole oxygen = (160.g/1) x ( 1 mol/
32.0 g) = 5.00 mole
? mole carbon dioxide = (132 g/ 1) x
(1 mol / 44.0 g) = 3.00 mole
? mole water = (72.0 g/ 1) x (1 mol
/ 18.0 g) = 4.00 mole
Notice the ratio of moles is the
same as the ratio of coefficients.
B) Write the equivalence statements based on the balanced chemical reaction.
a) _________1___C3H8
= ____5______ O2 _____1_______C3H8
= _3_________ CO2
__1__________C3H8
= _______4___ H2O
b) _________5___O2 =
______1_____ C3H8 _______5_____O2
= ______3_____ CO2
_______5_____O2 = ______4_____ H2O
|
? mol O2 = |
2.00 mol C3H8 |
5 O2 |
|
|
|
1 |
1 C3H8 |
|
|
? mol O2 = 10.0 mol O2
|
? mol CO2 = |
2.00 g O2 |
1 mol O2 |
3 CO2 |
|
|
1 |
32.00 g O2 |
5 O2 |
|
? cule CO2 = .0375 mol
CO2
|
? grams C3H8
= |
8.00 g H2O |
1 mol H2O |
1 C3H8 |
44.11 g C3H8 |
|
1 |
18.02 g H2O |
4 H2O |
1 mol C3H8 |
? gram C3H8 = 4.90
grams C3H8
3. Laughing gas, N2O can be turned into smog NO2 by heating the laughing gas in the presence of oxygen.
2N2O (g) + 3O2 (g) ˆ 4NO2 (g)
A) 9.00 grams of laughing gas react. How many moles of oxygen react?
|
? mol O2 = |
9.00 g N2O |
1 mol N2O |
3 O2 |
|
|
1 |
44.00 g N2O |
2 N2O |
|
? mol O2 = .307 mol O2
B) If 7.50 grams of oxygen react, how many grams of smog are produced?
|
? g NO2 = |
7.50 g O2 |
1 mol O2 |
4 NO2 |
46.0 g NO2 |
|
1 |
32.00 g O2 |
3 O2 |
1 mol NO2 |
? g NO2 = 14.4 g NO2
4. The acid in your stomach that aids in breaking down proteins is called hydrochloric acid, HCl. Occasionally the glands that produce the HCl make more than is needed, and you get those nasty sour burbs. You can neutralize the excess acid by taking milk of magnesia. The active ingredient in milk of magnesia is Mg(OH)2. The chemical reaction is shown below.
2 HCl + Mg(OH)2 ˆ MgCl2 + 2H2O
A) If you drink 2.00 grams of Mg(OH)2, how many moles of HCl are neutralized?
|
? mol HCl = |
2.00 g Mg(OH)2 |
1 mol Mg(OH)2 |
2 HCl |
|
|
1 |
58.345 g Mg(OH)2 |
1 Mg(OH)2 |
|
? mol HCl = .0689 mol HCl
B) If your glands produced 8.33 x 1021 molecules, how many grams of Mg(OH)2 must you drink to neutralize all of this acid?
|
? g Mg(OH)2 = |
8.33 E21 HCl |
1 mol HCl |
1 Mg(OH)2 |
58.345 g Mg(OH)2 |
|
1 |
6.022 E23 HCl |
2 HCl |
1 mol Mg(OH)2 |
? g Mg(OH)2 = .404 g Mg(OH)2
5. Consider the double replacement reaction below. The lead(II) idodide is a bright yellow insoluble substance. Prior to the 1960Õs it was used as a dye in yellow paint. Lead poisoning could result if you eat the paint so is different dye is used in todayÕs paint.
Sodium iodide + lead (II) nitrate ˆ Sodium nitrate + Lead (II) iodide
A) Write a balanced reaction.
2NaI + Pb(NO3)2ˆ 2 NaNO3 + PbI2
B) If 10.0 grams of sodium iodide react, how many grams of lead (II) iodide are produced.
|
? g PbI2 = |
10.0 g NaI |
1 mol NaI |
1 PbI2 |
461.00 g PbI2 |
|
1 |
149.9 g NaI |
2 NaI |
1 mol PbI2 |
? g PbI2 = 15.4 g PbI2
C) When a student completes this reaction she filters and dries the lead (II) iodide. The mass of the yellow solid is 8.67 grams. What is the actual, theoretical and percent yield?
The actual yield is just what she obtained in the experiment. It is 8.67 grams.
The theoretical yield is what
stoichiometry predicts. It is 15.4 grams. (See part B above for calculation.)
The percentage yield compares the
actual yield to the theoretical yield.
% Yield = (Actual Yield/Theoretical
Yield) x 100
% Yield = (8.67 g / 15.4 g) x 100 = 56.4
% She lost a lot of the
product during the experiment.
Part 3 Limiting Reactants
6. Thionyl chloride, SOCl2, is used as a powerful drying agent. The thionyl chloride reacts with water as shown by the reaction below.
SOCl2 (l) + H2O (l) ˆ SO2 (g) + 2HCl (g)
A) 35.0 grams of thionyl chloride is placed in a glass containing 500.0 grams of water. Which substance is the limiting reactant? Briefly explain your answer.
First find the moles of each
substance.
|
? mol SOCl2= |
35.0 g SOCl2 |
1 mol SOCl2 |
|
|
1 |
118.96 g SOCl2 |
|
? mol SOCl2= .294 mol SOCl2
|
? mol H2O = |
500.0 g H2O |
1 mol H2O |
|
|
1 |
18.02 g H2O |
|
? mol H2O = 27.8 mol H2O
There are several ways to find which
is the limiting reactant. My favorite method is to find the ratio of the mole :
coefficient in the balanced reaction. Whichever substance had the smaller ratio
is the limiting reactant.
294 mole /1=.294ˆ limiting! B/c smaller ratio
27.8mole/1=27.8ˆexcess b/c bigger ratio!
Notice the comparison of moles/coefficient leads to the substance that is the limiting reactant, but this ratio is never used in the calculations.
B) 35.0 grams of thionyl chloride is placed in a glass containing 500.0 grams of water. How many grams of water will react? How many grams of thionyl chloride will react?
|
? g H2O = |
35.0 g SOCl2 |
1 mol SOCl2 |
1 H2O |
18.02 g H2O |
|
1 |
118.96 g SOCl2 |
1 SOCl2 |
1 mol H2O |
? g H2O = 5.30 g H2O
react
All 35.0 grams of SOCl2
react as it is the limiting reactant.
C) 35.0 grams of thionyl chloride is placed in a glass containing 500.0 grams of water. After the reaction is complete how many grams of water will remain unreacted? How many grams of the thionyl chloride will remain unreacted?
If you start will 500.0 grams of
water and 5.30 grams of water react then you must subtract to find the mass of
water that remain after the reaction is complete.
494.7 grams of water remain
unreacted.
D) 35.0 grams of thionyl chloride is placed in a glass 500 grams of water. How many HCl molecules will be produced by this reaction?
Use limiting to determine all
others!!!
|
? cule HCl = |
35.0 g SOCl2 |
1 mol SOCl2 |
2 HCl |
6.022 E23 HCl |
|
1 |
118.96 g SOCl2 |
1 SOCl2 |
1 mol HCl |
? molecules HCl = 3.54 E23 HCl
cules
7. For each of the unbalanced reactions below5.00 grams of each reactant is
mixed together.
A) Balance the reaction.
B) Determine which substance is the limiting reactant.
C) Determine the mass of the excess substance that remains after the reaction is complete.
D) Find the mass of one of the products made by the reaction.
System #1
CaC2 + 2H2O ˆ Ca(OH)2 + C2H2
First balance the reaction.
Which substance is the limiting reactant? Briefly explain.
Determine which substance is the
limiting reactant. Find the moles of each substance. Next find the ratio of
moles : coefficient. The smallest ratio is the limiting reactant.
|
? mol CaC2 = |
5.00 g CaC2 |
1 mol CaC2 |
|
1 |
64.10 g CaC2 |
? mol CaC2 = .0780 mol
CaC2
|
? mol H2O = |
5.00 g H2O |
1 mol H2O |
|
|
1 |
18.02 g H2O |
|
? mol H2O = .278 mol H2O
Determine the mass of excess that remains unreacted. Show your work.
First find the mass of water that reacts. Then subtract the mass that reacts from 5.00 grams to get the amount of water that remains unreacted.
|
? g H2O = |
5.00 g CaC2 |
1 mol CaC2 |
2 H2O |
18.02 g H2O |
|
1 |
64.10 g CaC2 |
1 CaC2 |
1 mol H2O |
? g H2O = 2.81 g H2O
react
5.00-2.81=2.19g excess
What mass of Ca(OH)2 is produced in the reaction? Show your work.
Use the limiting reactant to find the mass of product made during the reaction.
|
? g Ca(OH)2 = |
5.00 g CaC2 |
1 mol CaC2 |
1 Ca(OH)2 |
74.10g Ca(OH)2 |
|
1 |
64.10 g CaC2 |
1 CaC2 |
1 mol Ca(OH)2 |
? g Ca(OH)2 = 5.78 g
Ca(OH)2
System #2
Na2B4O7 + H2SO4 + 5H2O ˆ 4H3BO3 + Na2SO4
First balance the reaction.
Which substance is the limiting reactant? Briefly explain.
Determine which substance is the
limiting reactant. Find the moles of each substance. Next find the ratio of
moles : coefficient. The smallest ratio is the limiting reactant.
|
? mol Na2B4O7
= |
5.00 g Na2B4O7 |
1 mol Na2B4O7 |
|
1 |
201.24 g Na2B4O7 |
? mol Na2B4O7
= .0248 mol Na2B4O7
|
? mol H2SO4 = |
5.00 g H2SO4 |
1 mol H2SO4 |
|
|
1 |
98.08 g H2SO4 |
|
? mol H2SO4 =
.0510 mol H2SO4
|
? mol H2O = |
5.00 g H2O |
1 mol H2O |
|
|
1 |
18.02 g H2O |
|
? mol H2O = .278 mol H2O
Now consider the ratios!
.0248 Ö 1 = .0248 -> so Na2B4O7
is the limiting reactant
.0510 Ö 1 = .0510 -> so H2SO4
is in excess
Determine the mass of excess that remains unreacted. Show your work.
Find the mass of sulfuric acid and
the mass of water that will react with the limiting reactant. Then subtract the
mass that reacts from 5.00 grams.
|
? g H2O = |
5.00 g Na2B4O7 |
1 mol Na2B4O7 |
5 H2O |
18.02 g H2O |
|
1 |
201.24 g Na2B4O7 |
1 Na2B4O7 |
1 mol H2O |
? g H2O = 2.24 grams
of water react
|
? g H2SO4 = |
5.00 g Na2B4O7 |
1 mol Na2B4O7 |
1 H2SO4 |
98.08 g H2SO4 |
|
1 |
201.24 g Na2B4O7 |
1 Na2B4O7 |
1 mol H2SO4 |
? g H2SO4 = 2.44
grams of sulfuric acid react
5.00 g Ð 2.24 g = 2.76 grams of water remain unreacted.
5.00 g Ð 2.44 g = 2.56 grams of
sulfuric acid remain unreacted.
What mass of H3BO3 is produced in the reaction? Show your work.
Use the limiting reactant to find the mass of product made by the reaction.
|
? g H3BO3 = |
5.00 g Na2B4O7 |
1 mol Na2B4O7 |
4 H3BO3 |
61.83g H3BO3 |
|
1 |
201.24 g Na2B4O7 |
1 Na2B4O7 |
1 mol H3BO3 |
? g H3BO3 = 6.14
grams of H3BO3 react