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#1 |
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Senior Member
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i dont understand Qvault's explanation, so if anyone can help with their own explanation itd be great 6 moles of nitrogen and an unknown amount of hydrogen are held at 40atm. The partial pressure exerted by the nitrogen is 24atm. How many moles of hydrogen are present? also, has anyone heard of this - · For a gas, the equilibrium expression is written in terms of pressure, not concentration. N2(g)+3H2(g)↽−−⇀2NH3(g) --- Keq =(PNH3)2 / ((PH2)3(PN2)) I had selected [Nh3]^2 / [H2]^3[N2] like ive always seen and i think theres an exact same problem with the Haber Process in the Destroyer too, but i never saw the "P" in the Keq before Last edited by Member 8586; 05-23-2012 at 08:19 AM. |
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#2 |
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Senior Member
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Just do Pn2= mole fraction x Ptot
mole fraction is 6/6+x, Pn2, the partial pressure of N2 is 24 atm, and Ptot is 40. Solve for x. |
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#3 | |
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Senior Member
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so then 24 = (6/6+x)(40) which leads to x = 4 right? nice bc thats the answer...so that was just the partial pressure formula right? partial pressure = mole fraction/mole total)(total pressure)? idk whats with these mole fraction/partial pressure problems thats giving me trouble when they used to be so easy...heres another one if you or anyone can please help: The solubility of dissolved oxygen in water is 1.25 x 10-4 M at 25°C, where the mole fraction of oxygen is 0.21 and atmospheric pressure is 1.0 atm. In a pure oxygen atmosphere at the same pressure, what would the solubility be? Last edited by Member 8586; 05-27-2012 at 05:00 AM. |
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#4 | |
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Banned
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PN2= partial pressure of N2 and so on. |
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#5 |
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Senior Member
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bump..help with this question please?
The solubility of dissolved oxygen in water is 1.25 x 10-4 M at 25°C, where the mole fraction of oxygen is 0.21 and atmospheric pressure is 1.0 atm. In a pure oxygen atmosphere at the same pressure, what would the solubility be? thanks..simple enough to remember |
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#6 | |
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Senior Member
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What I did was just simple cross multiply to get the solubility. (0.21/1.25) = (1/X) And if you solve for the X, I think I got this right. But not sure why I got right ![]() Anyone?
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#7 |
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Banned
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That seems too easy LOL. Do you know the correct answer?
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#8 |
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Junior Member
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you can use the equation pv =nrt
and since v, r, and t are constant p1/n1 = p2/n2 your answer should come out to 4 |
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#9 |
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Junior Member
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its not 6X10-4M?
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#10 |
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Senior Member
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i gotta look into the previous problem still, but thanks for the responses... any help with this one..idk why im having trouble with these when partial pressure used to be the easiest calculation lol:
When it is bottled, the partial pressure of CO2 over a 1 L bottle of soda is 4.0 atm. The concentration of dissolved CO2 is 0.12M. The soda is opened at left at 1.0 atm. What will be the new concentration of dissolved CO2 ? |
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#11 | |
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Junior Member
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If they gave the molecular formula for soda in this problem, it would be easy since you can figure out the mole fraction and go from there. Since they don't give it to you, I don't know how to convert 1L = 1000g = ? moles. Otherwise, I'm also unsure of how to do this problem with the information you gave. All I know is, solubility of CO2 in soda decreases because the pressure above the solution drops. BUMPPPPPPPPPPPPPPPPPPPPPPPPPPPP Also, can you please give us an answer to the first problem so we know what's going on? |
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#12 |
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Junior Member
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Can anyone help out with this problem....?
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#13 | |
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Senior Member
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#14 |
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Junior Member
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Could you post the answer for this asap?
When it is bottled, the partial pressure of CO2 over a 1 L bottle of soda is 4.0 atm. The concentration of dissolved CO2 is 0.12M. The soda is opened at left at 1.0 atm. What will be the new concentration of dissolved CO2 ? I'm taking my DAT soon and I would like to know what the answer is and how to do it, lol. |
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#15 | |
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Senior Member
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#16 |
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Senior Member
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Is 0.03 M the answer?
Seems like a simple proportion problem. |
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#17 |
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Senior Member
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wow i think youre rite... (4atm)(.12M)=(1atm)(M2) ? but then wouldnt M2 be 0.48M which doesnt seem to make sense that theres more CO2 in it if cap is left open (even though P down = M up)..? or am i setting it up incorrectly? lol are maybe the numbers used just poor choices bc they dont make sense in that gas solubility would go UP with INCREASED pressure and vice versa?? Last edited by Member 8586; 06-05-2012 at 06:08 AM. |
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#18 | |
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Senior Member
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You are comparing the RATIO of partial pressure with the RATIO of concentration. The ratio between the two should be equal. |
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#19 | |
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Senior Member
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The partial pressure over a dissolved gas is proportional to the concentration of that gas in solution. This is Henry's Law. Concentration=(0.12 M)(1.0 atm)4.0 atm=0.03 M
anything for this one? The solubility of dissolved oxygen in water is 1.25 x 10-4 M at 25°C, where the mole fraction of oxygen is 0.21 and atmospheric pressure is 1.0 atm. In a pure oxygen atmosphere at the same pressure, what would the solubility be? I just figured 100/21 = 4.76 and multiplied that by (1.25 x 10^-4) = 6 x 10^-4 but i dont know if i had the correct thinking on this? They have the answer in setup form as (1.25 x 10^-4) / 0.21 ...and both equal approximately 6x10^-4 I guess its similar to the above problem? ratio would be Mole fraction 1 / Mole fraction 2 = Concentration 1 / Concentration 2? so 0.21/1 = (1.25x10^-4)/C2 Last edited by Member 8586; 06-05-2012 at 08:20 AM. |
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#20 | |
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Senior Member
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I've seen the setup in Chad's notes somewhere. Either that, or DAT destroyer. Can't recall the exact source... |
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#21 | |
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Banned
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I asked chad about that question and he said it is very unlikely that we will get one of those on the dat. |
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#22 | |
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Banned
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When I first read the question I also thought of the problem as a simple proportion problem and set up my proportion exactly like you did but I realize that Pv=nRT and since p and v is on the same side then you must keep both volume and pressure on the same side. in contrast to M1V1=M2V2 molarity(moles/L) is on the opposite side of volume in Pv=nrt so that is why it is written like that I think I am right? lol |
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