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This is a continuation of the original General Chemistry Thread.
Answer the questions below concerning the following recipe for 10x TBE (Tris-Borate-EDTA) electrophoresis buffer:
750 mL dd H2O
108.0 g Tris base
55.0 g Boric Acid
40 mL 0.5 M EDTA, pH 8.0 Adjust pH to 8.3 with NaOH (sodium hydroxide).
I'm not great in chemistry, but I'll give you what came to mind to me..Here's something that's been annoying me:
You have a stock solution of, say, Acetic Acid (we'll say 20 mil of 1 M) and want to get to a certain pH before equivalence. Let's say you want to reach a pH of 4. What would you do? I'm basically asking how you solve these types of questions. I found this question from another poster and i'll just quote it:
Anyone?
Percentage weight per volume [ % (w/v)]: grams of solute in a total volume of 100 mL.
Example: a solution 25% (w/v) is made by using 25 grams of solute and adding solvent until the total volume is 100 mL.
When the solvent is not specified, it is assumed to be water.
Now just do your algebra
I know, I don't like dilution problems either. Try this one on for size (these aren't MCAT questions by the way):
Answer the questions below concerning the following recipe for 10x TBE (Tris-Borate-EDTA) electrophoresis buffer:
750 mL dd H2O
108.0 g Tris base
55.0 g Boric Acid
40 mL 0.5 M EDTA, pH 8.0
Adjust pH to 8.3 with NaOH (sodium hydroxide). Adjust volume to 1 L.
Notice that Tris, Tris base, Trizma, and Trizma base are all the same reagent, namely Tris (Hydroxymethyl) Aminomethane (C4H11NO3).
Questions:
1) The MW of Tris is 121.2. What is the millimolar concentration of Tris base in a 10x TBE buffer?
2) The MW of Boric Acid is 61.83. What is the millimolar concentration of boric acid in a 1x TBE buffer?
3) What is the molar concentration of EDTA in 10x TBE buffer?
4) How much 10 mM EDTA do you need to make 10x TBE? Discuss your results.
5) How much 1x TBE can you make if you have only 23g of Tris base?
6) What recipe would you use to make 1 L of 1X TBE starting with a solution of 10X TBE?
Here's something that's been annoying me:
You have a stock solution of, say, Acetic Acid (we'll say 20 mil of 1 M) and want to get to a certain pH before equivalence. Let's say you want to reach a pH of 4. What would you do? I'm basically asking how you solve these types of questions. I found this question from another poster and i'll just quote it:
alright... so any weak acid "AH" is in equillibrium... AH + H20 <--> H3O+ + A-.
The equillibrium equation is K = Ka = [H] [A-] / [AH]. rearranging, Ka/[H+] = [A-]/[AH]. Ka is known for a given acid, and use the [H+] that corresponds to the desired pH. let's say Ka = 2x10^-5 and desired pH of 4 (H+ = 0.0001)... that gives ***Ka/H = 0.2 = [A-]/[AH].
the total amount of "A" in solution is (from above) is 1 M * 0.002L = 0.002 mol. we can say that the sum of the "A" species is ***[A-] + [AH] = 0.002.
the two ***'d equations give us 2 equations with 2 unknowns, so we can solve for the amount of A-. solving using simlpe algebra, A- = 0.000333 moles and AH = 0.001666 moles.
Now, in the titration, we start with .002 moles of AH (and essentially no A-) and quantitatively make A- as we add strong base ( AH + OH- --> A- +H20). 1 mole of A- is made for every mole of NaOH added. The amount of A- in the pH = 4 solution is the amount of NaOH that needs to be added.... in this example you'd expect adding 0.000333 moles NaOH to create a solution with pH = 4.
...heating carbon dioxide and solid carbon to give carbon monoxide (CO2(g) + C(s) = 2CO(g) ) and we're doing this in a sealed furnace in order to keep constant pressure.
The question asks if we were to stabilize the system at 1200K and inject a sample of helium into the furnace, what would happen to the amount of carbon dioxide in the system?
A) it should increase
B) it should decrease
C) it should be completely converted to carbon monoxide
D) it will remain the same
Exothermic - You know that heat is released because the temperature has increased.
Percentage weight per volume [ % (w/v)]: grams of solute in a total volume of 100 mL.
Example: a solution 25% (w/v) is made by using 25 grams of solute and adding solvent until the total volume is 100 mL.
When the solvent is not specified, it is assumed to be water.
Now just do your algebra
I know, I don't like dilution problems either. Try this one on for size (these aren't MCAT questions by the way):
Answer the questions below concerning the following recipe for 10x TBE (Tris-Borate-EDTA) electrophoresis buffer:
750 mL dd H2O
108.0 g Tris base
55.0 g Boric Acid
40 mL 0.5 M EDTA, pH 8.0
Adjust pH to 8.3 with NaOH (sodium hydroxide). Adjust volume to 1 L.
Notice that Tris, Tris base, Trizma, and Trizma base are all the same reagent, namely Tris (Hydroxymethyl) Aminomethane (C4H11NO3).
Questions:
1) The MW of Tris is 121.2. What is the millimolar concentration of Tris base in a 10x TBE buffer?
2) The MW of Boric Acid is 61.83. What is the millimolar concentration of boric acid in a 1x TBE buffer?
3) What is the molar concentration of EDTA in 10x TBE buffer?
4) How much 10 mM EDTA do you need to make 10x TBE? Discuss your results.
5) How much 1x TBE can you make if you have only 23g of Tris base?
6) What recipe would you use to make 1 L of 1X TBE starting with a solution of 10X TBE?
Can you guys help me solve these dilution problems. These problems are pretty different from the ones I've done in G-Chem. I guess the percentage is throwing me off as I am confused on how to approach it. Any help is appreciated. Thanks.
1) Make 500 milliliters of a 20% solution of glucose (weight/volume). The molecular weight of glucose is 180.2 g/mole.
2) Make 60 milliliters of 0.2% NaCl (weight/volume) from 1% NaCl.
Here's something that's been annoying me:
You have a stock solution of, say, Acetic Acid (we'll say 20 mil of 1 M) and want to get to a certain pH before equivalence. Let's say you want to reach a pH of 4. What would you do? I'm basically asking how you solve these types of questions. I found this question from another poster and i'll just quote it:
alright... so any weak acid "AH" is in equillibrium... AH + H20 <--> H3O+ + A-.
The equillibrium equation is K = Ka = [H] [A-] / [AH]. rearranging, Ka/[H+] = [A-]/[AH]. Ka is known for a given acid, and use the [H+] that corresponds to the desired pH. let's say Ka = 2x10^-5 and desired pH of 4 (H+ = 0.0001)... that gives ***Ka/H = 0.2 = [A-]/[AH].
the total amount of "A" in solution is (from above) is 1 M * 0.002L = 0.002 mol. we can say that the sum of the "A" species is ***[A-] + [AH] = 0.002.
the two ***'d equations give us 2 equations with 2 unknowns, so we can solve for the amount of A-. solving using simlpe algebra, A- = 0.000333 moles and AH = 0.001666 moles.
Now, in the titration, we start with .002 moles of AH (and essentially no A-) and quantitatively make A- as we add strong base ( AH + OH- --> A- +H20). 1 mole of A- is made for every mole of NaOH added. The amount of A- in the pH = 4 solution is the amount of NaOH that needs to be added.... in this example you'd expect adding 0.000333 moles NaOH to create a solution with pH = 4.
Thank you so much. I had forgotten how to calculate that. It didn't help that my brain didn't use the ICE box I was taught either.
But thank you for that refresher.
doing some gen. chem review...this comes from the huge Kaplan 2007 edition book. Under applications of the kinetic molecular theory of gases...it gives the equation for average molecular speed: c=(3RT)squared / MM. Next page it gives r1/r2 = (MM2/MM1)squared for Graham's law of diffusion and effusion. do these actually needed to be memorized for the MCAT? I've never even seen these equations before! seem pretty useless to me....anyone know?
I totally forgot how to do this:
Dissolve 0.10 mol of HCN to make 1.0 L of solution.... what is the pH? (no other info is provided)
Here is what I have:
HCN + H2O <--> H3O(+) + CN(-)
well I know that
K = [H3O+]^2 / [HCN]
and I know that the concentration of HCN = 0.10/1 = 0.10 M,
but what do I do after this??
its not multiple choice,.... its a problem from my chemistry prof, its weird, I feel like he should have told us what the value of K is....
ehh it depends... some people say molecules are multiple atoms such as water is a molecule (H2O) and other people define molecules as small particles. Since table salt is typically NaCl, it could be defined as a molecule itself or as made up of molecule.
I feel like an idiot. I haven't done any aqueous chem since high school and I just started studying. Anyway, here's the question:
If you add 500 ml of 0.2M sodium hydroxide to 500 ml of 0.4M of an unknown weak acid, the final pH is 6.2. What is the pK of the weak acid?
So, you have .1 moles of NaOH and .2 moles of weak acid. The NaOH would subtract .1 mol from the acid and form .1 mol of conjugate base, right? So, you end up with .1 mol of weak acid and .1 mol of conjugate base, so the pK = pH = 6.2?
is that right?
thanks
what? it's pH=pKa + log(unprot/prot). that'd be 6.2 = pKa + log(0.1/0.2) and then you'd solve for the pKa. how did you get 0.1/0.1. the bottom protonated acid refers to the reactant, not the "you end up with .1 mol of weak acid." the unprotonated top part does refer to the conjugate base like you said, so it is 0.1...a few of you agreed with him so either i'm wrong or three of you are wrong haha. assuming i'm wrong, do you have an explanation as to why 0.1/0.2 is wrong? I'm guessing because I did that in terms of moles and those refer to concentrations so they need to be in mol/L. is that my problem? or are you guys wrong? in any case, someone care to explain it in terms of writing the equation out? thanks
nope, they're not molecules because they're ionic. I believe they're actually called "formula units". It has to do with the lattice structure of the crystal. There aren't individual molecules of one Na atom and one Cl atom, its more of a ratio. In the crystal you have alternating Na and Cl atoms in a 3 dimensional structure, its not made up of a bunch of "molecules".
I totally forgot how to do this:
Dissolve 0.10 mol of HCN to make 1.0 L of solution.... what is the pH? (no other info is provided)
Here is what I have:
HCN + H2O <--> H3O(+) + CN(-)
well I know that
K = [H3O+]^2 / [HCN]
and I know that the concentration of HCN = 0.10/1 = 0.10 M,
but what do I do after this??
I totally forgot how to do this:
Dissolve 0.10 mol of HCN to make 1.0 L of solution.... what is the pH? (no other info is provided)
Here is what I have:
HCN + H2O <--> H3O(+) + CN(-)
well I know that
K = [H3O+]^2 / [HCN]
and I know that the concentration of HCN = 0.10/1 = 0.10 M,
but what do I do after this??
okay, either i'm not understanding the concept or this book is wrong but its been bugging me for the last half hour and i'd like to move on. so i thought i'd put it open for discussion.
i'm the in the thermochemistry section of the Kaplan 08 review book.
When talking about gibbs free energy, it gives an example:
When water vapor condenses:
1. h bonds form and energy is released
2. the reaction is exothermic (change of H is negative) and entropy decreases, as a liquid is forming from a gas (T change of S is negative)
3. condenstation will be spontaneous only if T(change)S > than (change)H
i am pretty sure the 3rd statement should be < than and not >. My reasoning is because both enthalpy and entropy are negative, so spontaneous reactious would only occur at low temps....which would mean that we'd have to have T small so that T(change)S is < (change) H and the overall free energy is negative
if i am wrong, someone please help me understand.
You're thinking terms of magnitude (absolute value). On a numerical scale, if deltaH is -300 and TdeltaS is -200, then delta G = -300 - (-200) = -100 and thus is spontaneous. Sign conventions are a pin sometimes.
ohhhh. so in your example....-200 is the low temperature i mentioned in the oriignal post, but it is greater than deltaH because it is less negative, which is what the kaplan book said. correct? if so, that makes sense.
thanks!
Statement 3 is correct. Consider the following:
deltaG = deltaH - TdeltaS
deltaG is negative if you have a (smaller #) - (larger #)
For condensation, deltaH is a negative # (exothermic = bond forming) and deltaS is a negative # (liquid is more ordered than gas).
This means that the equation is:
-# = (-#) - T(-#)
This can only be true is the magnitude of deltaH is greater than the magnitude of TdeltaS. So, it is easy to think that |deltaH| > |TdeltaS|. However, their Statement 3 does not state magnitude, it states deltaH and TdeltaS. Given that they are both negative numbers, it works out that:
TdeltaS > deltaH
The example I randomly chose was TdeltaS = -200 and deltaH = -300
-200 > -300 and deltaG = (-300) - (-200) = -300 + 200 = -100, so deltaG is a negative number, making it spontaneous.
Hopefully this makes sense.
In a nut shell, this statement looks weird because we aren't used to comparing the relative sizes of negative numbers.
right. thats what i thought you were saying from your first post. maybe i just worded my response wrong, but in my head thats what i was telling myself . thanks for the help.