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Topic: Second Marathon Problem (Ridiculously Hard)  (Read 10390 times)

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Offline narutoverse13

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Second Marathon Problem (Ridiculously Hard)
« on: September 16, 2014, 04:29:35 PM »
Hello! I am literally stumped as to what I should for the following problem:

The formate ion, (CHO2-), is related to the acetate ion and forms ionic salts with many metal ions. Assume that 9.7416 g of M(CHO2)2 (where M represents the atomic symbol for a particular metal) are dissolved in water. When a solution of 0.200 M sodium sulfate is added, a white precipitate forms. The sodium sulfate solution is added until no more precipitate forms, then a few excess milliliters are added. The precipitate is filtered, washed, and dried. It has a mass of 9.389 g. The filtrate is placed aside.

A potassium permanganate solution is standardized by dissolving 0.9234 g of sodium oxalate in dilute sulfuric acid, which is then titrated with the potassium permanganate solution. The principal products of the reaction are manganese(II) ion and carbon dioxide gas. It requires 18.55 mL of the potassium permanganate solution to reach the end point, which is characterized by the first permanent, but barely perceptible, pink (purple) color of the permanganate ion.

The filtrate from the original reaction is diluted by pouring all of it into a 250-mL volumetric flask, diluting to the mark with water, then mixing thoroughly. Then 10.00 mL of this diluted solution is pipetted into a 125-mL Erlenmeyer flask, approximately 25 mL of water is added, and the solution is made basic. What volume of the standard permanganate solution will be needed to titrate this solution to the end point? The principal products of the reaction are carbonate ion and manganese(IV) oxide.

I've figured out the first part. M is Lead. But I am not sure what to do for the second and third part :(.

Offline Borek

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #1 on: September 16, 2014, 05:18:54 PM »
Start writing reaction equations. In both cases it is just a simple stoichiometry.
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Offline narutoverse13

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #2 on: September 16, 2014, 05:23:07 PM »
Borek, I definitely need your help

1st equation (NIE)= Mn2+ + SO4- > MSO4. (After doing my equation for M, I found M to be Pb).
2nd Equation (NIE)= C2O4- + MnO4- > Mn2+ + CO2
3rd Equation (lost completely): CHO2- + MnO4- > CO32- + MnO2
« Last Edit: September 16, 2014, 05:43:14 PM by narutoverse13 »

Offline narutoverse13

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #3 on: September 16, 2014, 05:50:40 PM »
Okay, I used the 9.7416 g and the 9.389 grams to figure out what M is. I am honestly just not sure what I have to use the .9234 grams & 18.55 mL in equation 2 & all the numbers in equation 3. What else should be done?
« Last Edit: September 16, 2014, 06:34:08 PM by narutoverse13 »

Offline Borek

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #4 on: September 17, 2014, 02:46:57 AM »
2nd Equation (NIE)= C2O4- + MnO4- > Mn2+ + CO2

Close. C2O42-, otherwise looks good. Now balance this equation and use the information given to find concentration of the permanganate. (Beware: you were told how much sodium oxalate you have; and your NIE uses oxalate ions).

Quote
3rd Equation (lost completely): CHO2- + MnO4- > CO32- + MnO2

Correct - just balance it. Once balanced - use the information about the amount of formate (if you know the original metal was lead, you can easily calculate how many moles of formate was in the lead formate sample) to calculate volume of permanganate solution (you know permanganate concentration from the previous step).
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Offline narutoverse13

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #5 on: September 17, 2014, 12:50:45 PM »
Correction* The First Equation should've been (NIE)= M2+ + SO42- > MSO4. (After doing my equation for M, I found M to be Pb).

So would it be a good idea to replace the C2O42- in the second equation with NaC2O4? If I did that, then I am not sure how I would balance that since there is Na only on one side. Also, how do we know the concentration (mols/L) of permanganate? We were just given the mL of potassium permanganate needed for the solution to reach endpoint.
« Last Edit: September 17, 2014, 01:00:50 PM by narutoverse13 »

Offline Borek

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #6 on: September 17, 2014, 02:04:24 PM »
So would it be a good idea to replace the C2O42- in the second equation with NaC2O4? If I did that, then I am not sure how I would balance that since there is Na only on one side.

Then add Na+ between products. It is a spectator anyway.

But you don't have to - you can use oxalate anion as you did, just calculate number of moles from known mass od the molar mass of sodium oxalate (you have the same number of moles of oxalate anions as of sodium oxalate, don't you?)

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Also, how do we know the concentration (mols/L) of permanganate? We were just given the mL of potassium permanganate needed for the solution to reach endpoint.

You can calculate number of moles from stoichiometry, you are given volume. What is the definition of the concentration? Just plug and chug.
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Offline narutoverse13

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #7 on: September 19, 2014, 12:20:58 PM »
Okay, so I balanced the equations from  the second and third ones.
2nd Equation: 5C2O42- + 2MnO4- > Mn2+ + 2CO2
3rd Equation: 3CHO2- + 2MnO4- > CO32- + MnO22-.
I found the following: .0069 moles of C2O4- ; .0655 moles of CHO2- ; .0328 moles SO42- ; .40 M Na+.  Based on this information, how exactly can I find the volume of permanganate (MnO4-) needed to titrated the solution to the equivalence point of 18.55 mL? I know that concentration is moles of solute/L of solution. The only thing I know is the volume of potassium permanganate needed to the equivalence point. I have NO idea how many grams of permanganate solution there is. How then could I possibly find concentration of the potassium permanganate solution, Borek?
What equations should I set up next? My chemistry professor is so terrible at teaching, and I have to learn all of this by myself while using a chemistry textbook that is literally 15 years old. I am literally trying to solve this problem by trying to decipher this textbook.
« Last Edit: September 19, 2014, 12:54:34 PM by narutoverse13 »

Offline Borek

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #8 on: September 19, 2014, 05:04:25 PM »
Okay, so I balanced the equations from  the second and third ones.
2nd Equation: 5C2O42- + 2MnO4- > Mn2+ + 2CO2

This is not balanced - oxygen is not balanced, charge is not balanced. Surprisingly the ratio of coefficients that you need to use is right.

For the titration calculations in general see http://www.titrations.info/titration-calculation - while it doesn't address specifically your problem, all titration calculations are based on the same principles.
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Offline narutoverse13

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #9 on: September 19, 2014, 11:43:02 PM »
I think the overall answer is 11.2 mL of permanganate. Is this correct Borek? As I said Borek, my teacher hasn't even gone over titration; he expects us to do the problem without balancing the equation properly. I figured out the 5 on the oxalate and the 2 on the permanganate using a trick with oxidation numbers. He said not to worry about balancing the oxygens and just use the oxidation number trick. This obviously goes against what i normally do, but I just simply followed what he instructed me to do. The trick is that since Mn on the left side has a +7 charge and the Mn on the right has a +2 charge, the oxalate will have a 5 in front of it. Since C2 has an overall charge of 6 (3 x 2) on the left side and the Carbon on the right has a charge of +4, the Mn has a 2 in front of it. I am not sure why this worked, but he showed me this method. I figured out everything from there, so I just want to confirm if 11.2 mL is the volume of permanganate needed

Offline Borek

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #10 on: September 20, 2014, 03:26:50 AM »
my teacher hasn't even gone over titration; he expects us to do the problem without balancing the equation properly. I figured out the 5 on the oxalate and the 2 on the permanganate using a trick with oxidation numbers.

OK, that's a correct approach of finding the ratio at which main molecules in redox system react - just don't call such reactions balanced (you may write "from oxidation numbers we know they will react this way" or something like that).

I wanted to check your result, but it is impossible. Please check if the data you have entered is correct:

The formate ion, (CHO2-), is related to the acetate ion and forms ionic salts with many metal ions. Assume that 9.7416 g of M(CHO2)2 (where M represents the atomic symbol for a particular metal) are dissolved in water. When a solution of 0.200 M sodium sulfate is added, a white precipitate forms. The sodium sulfate solution is added until no more precipitate forms, then a few excess milliliters are added. The precipitate is filtered, washed, and dried. It has a mass of 9.389 g. The filtrate is placed aside.

Quote
I've figured out the first part. M is Lead.

Lead doesn't fit the data given.

Actually there is no element that fits the data given.
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Offline narutoverse13

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #11 on: September 20, 2014, 12:38:07 PM »
Originally, I also wondered what "M" was. I got "M" to equal 206.5 grams. I asked my teacher what to do about this, and  he said to use the element closes to the number I got. Since Lead is 207.2, I used lead. My teacher also said that Lead was correct for the identity of M.

Offline Borek

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #12 on: September 20, 2014, 02:21:51 PM »
9.7416 g of M(CHO2)2 (where M represents the atomic symbol for a particular metal) are dissolved in water. When a solution of 0.200 M sodium sulfate is added, a white precipitate forms. The sodium sulfate solution is added until no more precipitate forms, then a few excess milliliters are added. The precipitate is filtered, washed, and dried. It has a mass of 9.389 g.

When 9.7416 g of Pb(CH2O)2 reacts with sulfate, it produces 9.939 g of PbSO4, not 9.389 g.

To get 9.389 g of sulfate (which is less than the mass of formate, despite molar mass of sulfate being larger than the mass of formate) you need a metal M with a negative molar mass.
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Offline narutoverse13

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #13 on: September 20, 2014, 02:39:11 PM »
Oh wow! I didn't realize that I typed that part in incorrectly. You're right, it should have a mass of 9.9389 grams (I guess I forgot to type the 9 before the 3). But I still got the element to be Pb.

Offline Borek

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Re: Second Marathon Problem (Ridiculously Hard)
« Reply #14 on: September 20, 2014, 02:51:16 PM »
For 9.9389 g Pb is a reasonable answer.

Show how you got 11.2 mL, that's not what I found.

First of all - what have you got for the concentration of permanganate solution?
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