2010/09/03
The cusp of the Labor Day weekend...
2010/09/01
Announcements and ionic compounds
2010/08/31
SI Information
2010/08/24
Welcome to Fall 2010!
2010/07/22
PS keys are all posted
2010/07/16
PS keys posted
2010/07/10
PS04 and PS05 posted
2010/07/04
Email questions...
- on #4, I know that it is a three-step question. However, I can't get from 100C to 136.19. The H/fusion H/vaporization has me confused.
- #5 and 6, I don't know how to set them up. I'm sure I can figure it out, but I don't know from where to start.
- #1, I don't understand what to do with the grams and how to make it into a reaction order.
2010/07/02
Problem Set answer keys
2010/06/28
Summer 2010
2010/05/10
Exam 3 keys
2010/05/09
A couple process questions...
Also, I was wondering if we are going to be given any formulas on the final in addition to what was listed on exam 4a with the periodic table.
2010/05/08
OK, everybody concentrate...
2010/05/07
Redox...
2 C2H2(g) + 5 O2(g) 4 CO2(g) + 2 H2O(g)
I was looking for some guidelines on how to tell if an equation is redox or not, and if it is I am also looking for help on how to write the half reactions.
2010/03/28
Strong acids and bases
Keys posted...
2010/03/12
Titrations and flood preparation...
Chem 210
In the event of class cancellation or campus closure due to flood, material will be presented online using assorted methods (videos, online notes/lectures, etc.). For information, refer to the class blog (http://msumgenchem.blogspot.com/) and/or Dr. Bodwin’s website (www.mnstate.edu/bodwin). There will continue to be Mastering Chemistry assignments, the exams may be rescheduled or reformatted. Dr. Bodwin will remain in contact via email (bodwin@mnstate.edu).
Chem 210L
In the event of class cancellation or campus closure due to flood, material will be presented online using assorted methods (videos, online notes/lectures, etc.). For information, refer to the class D2L page (https://mnstate.ims.mnscu.edu/shared/login.html) and/or Dr. Bodwin’s website (www.mnstate.edu/bodwin). If more than 1-2 weeks are lost to flood, “at home” experiments will be posted and quizzes/assignment will be posted in D2L. Dr. Bodwin will remain in contact via email (bodwin@mnstate.edu).
2010/03/05
Acids and Bases...
2010/02/13
Reaching equilibrium...
2010/02/05
Arrhenius says...
2010/02/02
There oughta be a (rate) law!
2010/01/29
Kinetics began, slowly...
2010/01/25
Exam Wednesday...
2010/01/22
Colligativity...
2010/01/13
More IMFs...
2010/01/11
Day One
2009/12/03
Fall 2008 Exam 4a key
2009/11/11
Electronegativity and Lewis Structures
2009/11/07
Electron configs and properties...
2009/11/02
Quantum chemistry and orbitals...
2009/10/24
Exam Monday
2009/10/19
Fuels and enthalpy...
2009/10/14
Back to work...
2009/10/08
Seminar Speaker
2009/10/07
Extra exam question...
2009/10/05
Last questions?
How can you look at a molecular formula and know if it's a strong acid or not? like in the question 4 from fall 2007, which of the following the the strongest acid? KOH CHLO4 HC2H3O2 H20 or NH3
For winter 2006 number 12, I took (1.62M)(50.00mL) = C2(500.0mL) and figured out C2, but I don't get the same answer as the test. Is there another step I'm missing?
2009/10/04
Email question...
Email questions...
I have some questions on the old exams. One is balancing equations. I know we've talked about that alot in class, but I'm still kind of confused. I understand how to balance the numbers out when we're given the equation, but I get confused when starting from scratch. For example, number 7 for fall 2006 exam: Magnesium hydroxide solution + Lead (IV) nitrate solution --> Lead (IV) hydroxide + Magnesium nitrate. I know we have to know the polyatomic ions, but does the charge have anything to do with the numbers behind of the element? Why is hydroxide OH2 in the answer, when it's a OH- polyatomic ion? Does that have to do with balancing?
For cations that have ambiguous charge, the oxidation state is given by Roman numerals after the name. Something like sodium is pretty much always +1, but the transition metals and main group metals (like lead, tin, etc) can have a number of different stable charges, so these are specified. For this question, we need 2 hydroxides in the formula of magnesium hydroxide and 4 hydroxides in the formula of lead(IV) hydroxide. Hopefully it's "(OH)_2_" in the answer and not "OH2"...
Another question I have is number 11, winter exam 2006: How many grams of hydrogen are required to make 34.061g of ammonia by the following reaction? xH2(g)+ yN2(g) --> z NH3(g). I have no idea how to do this problem. Do you have to do something with mole ratio?
Yes, you need the mol ratio. First, balance the equation. Once you have correct numbers for x/y/z, then convert34.061g of ammonia into mols, use the mol ratio (x/z in this case) to convert mols of ammonia to mols of hydrogen, then use the molar mass of hydrogen to convert to grams.
How do you do concentration problems like numbers 12: 50.00mL of a 1.62 M potassium carbonate solution is diluted to 500.0mL. What is the concentration of potassium ions in the resulting solution, [K+]? and 13: what is the concentration of a perchloric acid stock solution if 21.53 mL of 1.054M Mg(OH)2(aq)is required to titrate 15.00mL of HClO4(aq) to the equivalence point in the following reaction?: a HClO4 (aq) + b Mg(OH)2 (aq) --> c H2O(aq) + Mg(ClO4)2(aq).on winter 2006 exam?
Hmm, this is a 2-fer. When you are diluting a solution of known concentration, use the formula C1V1 = C2V2 where C's are concentrations and V's are volumes. In this case, plugging in numbers gives:
(1.62M)(50.00mL) = C2(500.0mL)
The second one is a titration problem, which is just a specific type of stoichiometry problem. Write a balanced chemical equation, convert 21.53mL of 1.054M Mg(OH)2(aq) to mols, use the ratio from the balanced equation to convert mols Mg(OH)2 to mols HClO4, then use the given volume to convert mols HClO4 to concentration (mols/L).
Number 14, winter exam 2006: 50,00mL of 1.119M Co(NO3)3 (aq) is combined with 60.00mL 1.821 M Na2Co (aq). 2.946g of precipitate is recovered from this reaction. I understand parts a and b, but I don't understand c: What is the percent yield of this product?
Percent yield is the actual yield divided by the theoretical yield time 100%. Actual yield is the amount you collect or "recover" from the reaction, theoretical yield is the maximum possible amount you could produce if you use all of the limiting reagent to make product.
On exam fall 2006, number 9 is assigning oxidation numbers to each element: AgNO3. Ag is +1, N is +5 and O is -2. How are we suppose to know that? N's charge is -3, why is it's oxidation number +5? Also, how do you know the charge of transition elements?
If nitrogen were just some random nitrogen ion, we'd probably expect it to have a charge of -3, in that case it would be a "nitride". In this case, nitrogen is part of the polyatomic nitrate ion. The sum of all the oxidation numbers of the atoms in a polyatomic ion is equal to the charge of the polyatomic ion. For nitrate, we'd expect the oxygens to have oxidation numbers of -2, so:
(Ox# nitrogen) + 3(Ox# oxygen) = (charge of nitrate)
(Ox# nitrogen) + 3(-2) = (-1)
(Ox# nitrogen) = +5
For transition and main group metals (see one of the answers above), the Ox# will either be given as a Roman numeral, or it will have to be determined from a given formula. In this example, the charge of nitrate is -1, so if the given formula is "AgNO3", then the silver must have a charge of +1.
I hope this helps, I'll probably check in again a little later...
2009/10/03
Email question...
Problem set key
2009/10/02
Keys posted
2009/09/29
Gases
2009/09/26
Stoichiometry practice...
Chem 150 – Fall 2009 – Problem Set #2
You are studying the reaction of 1.132M potassium phosphate solution with 1.275M barium nitrate solution.
1. Write a balanced chemical equation for this reaction.
a. How many grams of precipitate could you make if you completely react 125.0mL of the potassium phosphate solution?
b. How many grams of precipitate could you make if you completely react 175.0mL of the barium nitrate solution?
c. How many mL of the barium nitrate solution is required to react completely with 125.0mL of the potassium phosphate solution?
c. How many mL of the potassium phosphate solution is required to react completely with 175.0mL of the barium nitrate solution?
d. What is the theoretical yield of precipitate (in grams) if you react 125.0mL of the potassium phosphate solution with 175.0mL of the barium nitrate solution?
e. What is the limiting reagent in part d? How many moles of the excess reagent remain after the reaction is complete?
f. Write the balanced net ionic equation for this chemical process.
2. These questions deal with concentrations of the solutions used above:
a. What is the concentration of potassium ions in the 1.132M stock solution? Phosphate ions?
b. What is the concentration of barium ions in the 1.434M stock solution? Nitrate ions?
c. How many grams of potassium phosphate are present in 125.0mL of the 1.132M stock solution? How many grams of barium nitrate are present in 175.0mL of the 1.275M stock solution?
d. If you dissolved the mass of potassium phosphate in part c in enough water to make 300.0mL of solution, what would the concentration be? If you dissolved the mass of barium nitrate in part c in enough water to make 300.0mL of solution, what would the concentration be?
e. If you dilute 125.0mL of the potassium phosphate stock solution to a total volume of 300.0mL, what will be the “new” concentration of potassium phosphate? If you dilute 175.0mL of the barium nitrate stock solution to a total volume of 300.0mL, what will be the “new” concentration of barium nitrate?
2009/09/23
Things that go boom...
2009/09/21
Introducing...Stoichiometry!!
2009/09/19
More on recognizing reaction types
2009/09/16
Balancing equations...
2009/09/12
Exam #1, Fall 2008
2009/09/11
Review...
2009/09/10
Naming organics
what do the numbers in front of the name mean? (for instance 2 pentene or 4 nonene)
2009/09/09
Exam questions
Almost exam time...
We also looked at the difference between empirical formulas and molecular formulas. Molecular formulas are always multiples of empirical formulas (even if you're multiplying by "1" in some cases).
A few people have contacted me about the lab quiz on D2L. You will only have a D2L lab quiz if you are in my lab classes; I don't believe Dr. Marasinghe is using D2L lab quizzes. Labs will meet in the same rooms as last week to get started (BR263 for my 9am Thursday lab, SL118 for all others.
We also worked on a problem set in class, I've copied it below.
Chem 150 – Fall 2008 – Problem Set #1
1. You have found a bottle in your lab that is labeled “cobalt sulfite”, but the charge of the cobalt is not listed. After analysis, you find that the contents have the following composition: % Co = 32.91; % S = 26.86. What is the correct formula of this compound and what is the charge of the cobalt?
2. You have received a sample of an iron-nickel alloy (a mixture of metals) that contains exactly 1.00mol of metal atoms. This sample has a mass of 56.267g. What is the percent iron in this sample? {Hint: This is a weighted average problem, just like isotopic abundance, but it’s using 2 different elements instead of 2 different isotopes.}
OK, this post is getting kind of long. You have a new MC assignment posted, due Sunday.
2009/09/04
Chemical formulas...
2009/09/02
The mole
2009/08/31
Periodic Table
2009/08/29
New Mastering Chemistry
2009/08/28
First Friday...
2009/08/26
Change, units, and approaching problems...
2009/08/25
Mastering Chemistry
2009/08/24
Lab...
First day...
2009/08/22
Welcome to Fall 2009!
2009/07/22
Question again...
pH + pOH = pKw = 14 @25degC
So, if pOH = 6.113, pH = 7.887
[H+] = 10-pH = 10-7.887 = 1.30x10-8 M
[H+] [OH-] = Kw = 10-14 @25degC so
(1.30x10-8)[OH-] = 10-14
[OH-] = 7.71x10-7 M
As a check,
pOH = -log[OH-] = -log(7.71x10-7) = 6.113
Questions...
In the first one, I expected to see something like "A solid is forming from two solutions, so the products are more ordered/less disordered than the reactants." For the second, 2 molecules of gas are forming; for the third, the number of gas particles is changing. A number of people were giving explanations like "positive because the reaction is getting more disordered." That's not an explanation. If your answer to an "explain" question does not address the question "Why?", then it's probably not really explaining the answer.
In exam #3 question #1 could you explain again how to find H+ and OH- as well as how to find Ka and Kb?
[H+] and [OH-] are related by Kw. Ka and Kb are also related by Kw.
[H+] [OH-] = Kw
(Ka)(Kb) = Kw
At 25degC, Kw = 10-14
In exam #3 question #2: 1.28 mol K2SO3 + 1.24 mol HCl, can you explain why this does not result in an effective buffer?
This will not make an effective buffer because adding 1.24mols of HCl will almost bring you to the equivalence point in this titration, it will not give you a buffer. You could make a buffer by adding 0.64mol of HCl(aq) to 1.28mols of K2SO3(aq) because the resulting solution would contain 0.64mols of SO32-(aq) {a weak base} and 0.64mols of HSO3-(aq) {its weak conjugate acid}. You could also make an effective buffer by adding 1.92mols of HCl to 1.28mols of K2SO3(aq) because the resulting solution would contain 0.64mols of HSO3-(aq) {a weak base} and 0.64mols of H2SO3(aq) {its weak conjugate acid}.
In exam #2 could you run through #12: Graphite (solid carbon) reacts with oxygen gas to form carbon monoxide gas. You have sealed 11.37g of graphite and 18.61g of oxygen in a 6.00L vessel and allowed the system to reach equilibrium at 73.91C. if the equilibrium constant value is 9.42x10-6 at this temperature, what are the equilibrium concentrations of all reactants and products?
Start with a balanced chemical equation:
C(s) + O2(g) <=> CO2(g)
Since carbon is a solid in this reaction, it does not appear in the equilibrium constant expression, so we can put together a table {again, formatting tables in this program is rough, so I'll simply list the concentrations}:
[O2]initial = 18.61g / 31.998g/mol / 6.00L = 0.0969M
[CO2]initial = 0M
[O2]change = -xM
[CO2]change = +xM
[O2]equilibrium = (0.0969-x)M
[CO2]equilibrium = xM
Kc = [CO2]equilibrium / [O2]equilibrium = (x) / (0.0969-x) = 9.42x10-6
This isn't a horrible equation to solve directly, but let's see if we can make an assumption. If "x" is much smaller than 0.0969M, then this expression simplifies to:
(x) / 0.0969 = 9.42x10-6
x = 9.13x10-7
{"x" is indeed much smaller than 0.0969, so our assumption is valid.}
[O2]equilibrium = 0.0969 M
[CO2]equilibrium = 9.13x10-7 M
2009/07/19
Sorry, I had a network problem...
Thanks
#2 is an algebra problem.
NO2(g) + 2 H2S(g) <=> NS2(g) + 2 H2O(g)
ΔGrxn = (1)(-ΔGf(NO2(g))) + (2)(-ΔGf(H2S(g))) + (1)(ΔGf(NS2(g))) + (2)(ΔGf(H2O(g)))
From the problem and the tables in your book, you know all of the values in this equation except ΔGf(NS2(g)). Plug in and solve for ΔGf(NS2(g)).
#3 has a couple parts. First, write out a balanced net ionic equation, it will be difficult to handle this problem if you use a full molecular equation. This is just a backwards Ksp process, so the net ionic equation is:
Pb2+(aq) + 2 Cl-(aq) <=> PbCl2(s)
Calculate ΔG for this reaction at standard conditions from tabulated values. {I don't have a book with tabulated thermodynamic values handy so I can't calculate an exact value for you...} Once you know ΔGo, plug in to calculate under non-standard conditions.
ΔG = ΔGo + RTlnQ
Q = 1 / {[Pb2+][Cl-]2}
Given the numbers in the problem, the correction term {RTlnQ} will probably only be a few kJ/mol. Remember to use kelvin temperatures and be consistent with kJ and J.
Thanks
Questions...
Fe(CO)6(l) + ClO2(g) FeCl3(s) + CO2(g)
ΔHrxnº = (783.5 kJ/mol) + 3(-102.5 kJ/mol) + (-399.49 kJ/mol) + 6(-393.509 kJ/mol) = -2284.5 kJ/mol
The ΔH and ΔG values you find in the tables are formation values. If something is being formed in a reaction, the values are correct as you find them in the table. If something in being consumed/desstroyed/used up in a reaction, the magnitude of the value in the table is correct, but the sign is wrong. If something is a reactant, change the sign; if it's a product, the sign in the table is correct.
I was wondering if you could answer #3 from problem set 10?
What is the molecular basis of enthalpy, entropy, and free energy? Let's start with entropy. Gaseous water is more disordered than liquid water, so we expect the entropy to be higher. For both enthalpy and free energy, gaseous water is more energetic than liquid water, so whether we're talking about heat (enthalpy) or overall energy (free energy), we expect the gas to be higher energy than liquid. Note, in this case, "higher" energy means "less negative" since all of these numbers are negative.
Other questions, let me know...
2009/07/15
PS#11, July 15th...
Chem 210 – Summer 2009 – Problem Set #11
1. You have combined 50.0mL of 0.927M barium nitrate solution and 50.0mL of 0.899M sodium sulfate solution to form barium sulfate. You have captured all of the energy liberated by this spontaneous process to decompose water to hydrogen gas and oxygen gas. How many grams of hydrogen gas could you produce?
2. You are attempting to find the Gibb’s free energy of formation for NS2(g). When you react nitrogen dioxide with H2S(g) to produce NS2(g) and gaseous water, the free energy change for the reaction is 28.7kJ/mol. What is ΔG°f for NS2(g)?
3. You have reacted lead(II) nitrate solution and sodium chloride solution under standard conditions to produce lead(II) chloride. What is ΔG° for this reaction? What is ΔG for this reaction if you use 0.85M lead(II) nitrate solution, 1.7M sodium chloride solution, and perform the reaction at 15.00°C? At 91.82°C?
PS#10 from Tuesday, July 14th
Chem 210 – Summer 2009 – Problem Set #10
1. Ethanol {C2H5OH(l)} reacts with oxygen gas to create carbon dioxide and water.
a. Calculate ΔH°, ΔS°, and ΔG° for this reaction. Is this reaction spontaneous?
b. How much energy is transferred between the system and the surroundings when 10.83g of ethanol is burned in excess oxygen? Is energy transferred from the system to the surroundings, or from the surroundings to the system?
2. Ideally, the hydrogen gas used in fuel cells would come from water.
a. Calculate ΔH°, ΔS°, and ΔG° for the decomposition of water to hydrogen gas and oxygen gas. Is this reaction spontaneous?
b. How much energy is transferred between the system and the surroundings when 6.28g of hydrogen gas is produced by this reaction? Is energy transferred from the system to the surroundings, or from the surroundings to the system?
3. In the previous problems, did you use liquid water or gaseous water? Why? How will changing from liquid-to-gas or gas-to-liquid change your answers? On a molecular level, explain the differences in ΔH°f, S°, and ΔG°f for liquid and gaseous water using the numbers found in thermodynamics tables. Why is gaseous water higher or lower than liquid water for each thermodynamic quantity?
4. If burning ethanol is a step in a reaction mechanism, the reaction may have to be multiplied by some integer.
a. Double all the coefficients in the balanced equation from #1 and calculate ΔG° for the “new” reaction. How is this value of ΔG° related to the value calculated in #1?
b. How much energy is transferred between the system and the surroundings when 10.83g of ethanol is burned in excess oxygen? Compare your answer to the value you found in #1b.
5. If 50.00g of ethanol is burned and all of the water produced by the reaction is decomposed to form hydrogen gas, what is the change in Gibb’s free energy for the whole process?
2009/07/12
Question...
Question #2 - could you explain how to determine if it is an effective buffer for each combination listed
Thank you
2009/07/11
Email question...
I'm looking at Exam 3 from Winter 2006, and for question 5, shouldn't K2SO3 be the one being added to HClO4 since it is stonger?
2009/07/10
Problem Set #9, question #5...
2009/07/05
From a problem set...
2. Carbon dioxide reacts with ammonia (NH3) in the gas phase to produce formamide (HCONH2) and oxygen. If 15.215g of CO2(g) and 4.139g of ammonia are combined in a 3.50L vessel and allowed to react equilibrium, the formamide concentration is found to be 24.8mM. What is the equilibrium constant for this reaction? Is this reaction product-favored or reactant-favored?
Balanced equation:
2 CO2(g) + 2 NH3(g) <--> 2 HCONH2(g) + O2(g)
[CO2]initial = 15.215g / 44.009g/mol / 3.50L = 0.098778M
[NH3]initial = 4.139g / 17.031g/mol / 3.50L = 0.069436M
[HCONH2]initial = 0M
[O2]initial = 0M
{NOTE: Once again, I'm carrying too many sig figs here on purpose because this is the middle of the calculation. I'll round later.}
Set these up in a table, I don't have tables active in the blog so....
Change in:
[CO2] = -2x [NH3] = -2x [HCONH2] = +2x [O2] = +x
So at equilibrium,
[CO2]eq = (0.098778-2x)M
[NH3]eq = (0.069436-2x)M
[HCONH2]eq = (0+2x)M
[O2]eq = (0+x)M
The problem states that the equilibrium concentration of formamide is 24.8mM, so we can use that number to find the value of "x".
[HCONH2]eq = (0+2x)M = 24.8mM
x = 12.4mM = 0.0124M
Plugging in to find all equilibrium concentrations:
[CO2]eq = (0.098778-2x)M = (0.098778-0.0248)M = 0.07398M
[NH3]eq = (0.069436-2x)M = (0.069436-0.0248)M = 0.04464M
[HCONH2]eq = (0+2x)M = 0.0248M
[O2]eq = (0+x)M = 0.0124M
Kc = { (0.0248)2(0.0124) } / { (0.07398)2(0.04464)2 } = 0.699
Slightly reactant-favored.
Another question...
7. You have found the following value in a table of equilibrium constants:
2 C2H3F3(g) + 3 Cl2(g) 2 C2F3Cl3(g) + 3 H2(g) Kc = 5.19x1018
What is the equilibrium constant for the reaction:
6 C2F3Cl3(g) + 9 H2(g) 6 C2H3F3(g) + 9 Cl2(g)
We're manipulating an equilibrium constant here, let's start with the equilibrium constant expression for the original reaction:
Kc = { [C2F3Cl3]2 [H2]3 } / { [C2H3F3]2 [Cl2]3 } = 5.19x1018
To get the second reaction, we have to reverse the original and multiply it by 3. When we reverse the direction of the equilibrium, the roles of products and reactants change, so the equilibrium constant is inverted. When an equilibrium equation is multiplied by some constant, each of the concentrations is raised to that power, so the whole equilibrium constant expression is raised to that power. This means that the equilibrium constant for the "new" reaction in the problem is:
Kc' = { [C2H3F3]6 [Cl2]9 } / { [C2F3Cl3]6 [H2]9 } = (1 / Kc)3 = 7.15x10-57
Others? Let me know...
Question...
6. For the reaction:
CH4(g) + 2 O2(g) CO2(g) + 2 H2O(g)
The equilibrium concentrations have been found to be [CO2]eq = 0.568M, [H2O]eq = 0.685M,
[CH4]eq = 1.38x10-8 M, [O2]eq = 0.918 M. What is the equilibrium constant?
I think some of you might be making this harder than it needs to be. The problem is giving you the equilibrium concentrations, so you just need to plug these numbers into the equilibrium constant expression:
Kc = { [CO2] [H2O]2} / { [CH4] [O2]2} = {(0.568)(0.685)2} / {(1.38x10-8)(0.918)2} = 2.29x107
Other questions, let me know...
2009/07/03
Equilibrium Week
2009/06/30
Equilibrium II
Chem 210 – Summer 2009 – Problem Set #4
1. Oxygen gas and chlorine gas react in the atmosphere to form chlorine dioxide, one of the substances responsible for ozone destruction. In a laboratory experiment, 18.237g of oxygen gas and 31.294g of chlorine gas are combined in a 8.00L vessel and allowed to reach equilibrium. At equilibrium, the chlorine concentration is found to be 48.9mM. What is the equilibrium constant for this reaction? Is this reaction product-favored?
2. Carbon dioxide reacts with ammonia (NH3) in the gas phase to produce formamide (HCONH2) and oxygen. If 15.215g of CO2(g) and 4.139g of ammonia are combined in a 3.50L vessel and allowed to react equilibrium, the formamide concentration is found to be 24.8mM. What is the equilibrium constant for this reaction? Is this reaction product-favored or reactant-favored?
3. Graphite (solid carbon) reacts with oxygen gas to form carbon dioxide gas. You have sealed 23.84g of graphite and 53.97g of oxygen in a 12.00L vessel and allowed the system to react equilibrium at 73.91°C. If the equilibrium constant value is 294.7 at this temperature, what are the equilibrium concentrations of all reactants and products?
4. At 149.79°C, methane, CH4(g), reacts with oxygen to form carbon dioxide and water with an equilibrium constant value of 6.43x106. If you combine 6.85g of methane with 29.99g of oxygen in a 18.00L vessel, raise the temperature to 149.79°C, and allow the mixture to react equilibrium, what are the concentrations of all reactants and products?
2009/06/27
Questions...
12. You have prepared a solution by diluting 18.64mL of 1.16M potassium iodate solution to50.00mL with water. What is the concentration of iodate ions in the resulting solution?
a. 3.11 M
b. 0.216 M
c. 0.432 M
d. 0.242 M
e. 2.31 M
For dilutions, you can use the formula C1V1 = C2V2. C1 = 1.16M (the stock concentration); V1 = 18.64mL (the stock volume); C2 = the "new" concentration; V2 = 50.00mL (the diluted volume). Every potassium iodate unit contains 1 iodate ion, so the concentration of potassium iodate is the same as the concentration of iodate.
(1.16M)(18.64mL) = C2(50.00mL)
C2 = 0.432M
13. You have prepared a solution by dissolving 1.38 mols of sugar (C6H12O6) in 500.0g of water. What is the boiling point of the resulting solution?
a. 1.4ºC
b. 105.13ºC
c. 101.4ºC
d. 98.6ºC
e. 5.13ºC
Boiling point elevation uses molality, so:
1.38mols sugar / 0.5000kg solvent = 2.76m
{delta}T = (0.52)(2.76)(1)
NOTE: I haven't included units because they would be hard to type. 0.52 deg.C/m is the boiling point elevation constant for water, it will be given on the front of the exam. Sugar is a molecular solute, so the van't Hoff factor is 1. Solving, the boiling point will CHANGE by 1.4 deg.C, so the boiling point of the solution is 100.0+1.4 = 1.104 deg.C
14. A reaction is found to be second order with respect to reactant A and zero order with respect to reactant B. If [A]o = 0.942M, [B]o = 0.613M and k = 2.49x10-2 M-1min-1, what is the initial rate of the reaction?
a. 1.44x10-2 M/min
b. 4.31x10-2 M/min
c. 2.21x10-2 M/min
d. 9.36x10-3 M/min
e. 2.81x10-2 M/min
You don't need a time for this one, the problem is basically giving you all the parts of the rate law equation except the rate itself. If the reaction is second order w.r.t. A and zero order w.r.t. B, the rate law expression is:Rate = k [A]^2Plugging in the given values for k and [A], should give you the correct answer.
15. A reaction is found to be second order with respect to ammonium ion, a reactant. If [NH4+]o = 3.34M and k = 1.28 M-1sec-1, what will the concentration of ammonium ion be after 2.16minutes have passed?
a. 0.326 M
b. 3.02x10-72 M
c. 0.575 M
d. 6.02x10-3 M
e. 1.18 M
Use the second order integrated rate law. If you got the wrong answer on this one, check your time units, k is given in seconds and the time is given in minutes. Convert t to seconds before you start.
1/[NH4+]t = (1.28 M-1sec-1)(129.6sec) + 1/3.34 = 166.2 M-1
[NH4+]t = 6.02x10-3 M
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