Chemical Forums
Chemistry Forums for Students => Physical Chemistry Forum => Topic started by: Hgrigsby on July 24, 2005, 09:46:10 AM
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ok here goes
For the following equilibrium, Kc=8.5x10^-3 at 150 degrees C
2Ibr(g)<====>I2(g)+Br2(g)
a)WHat is the value of Kp for this reaction at 150 degrees C?
b) If 0.025 mol of IBr is placed in a 2.0L container, what is the molar concentration of IBr at equilibrium?
For a) I got 1, it makes me uneasy to get such an exact number.
For b) I wanted to make an ICE table to tabulate all my numbers but I think all I have is the initial concentration of IBr. Does the Kc value given equal the Change?
Thanks
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regarding question 1,
Kc = [I2][Br2]/[IBr]2
assuming ideal gas behavior, [ PV = nRT => P = (n/V)RT ]
PI2 = [I2]RT
PBr2 = [Br2]RT
PIBr = [IBr]RT
(substitute the above terms in the Kp equation)
Kp = PI2*PBr2/PIBr2 = [I2][Br2]/[IBr]2 = Kc
regarding question 2,
to achieve equilibrium, X amount of I2 forms. This means the amount of Br2 formed must be X, then the amount of IBr at equilibrium is (initial concentration - X). Hope the hint helps!
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Oh thank you thank you thank you!!!!!!!!!! I got it!
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ok here goes
For the following equilibrium, Kc=8.5x10^-3 at 150 degrees C
2Ibr(g)<====>I2(g)+Br2(g)
a)WHat is the value of Kp for this reaction at 150 degrees C?
b) If 0.025 mol of IBr is placed in a 2.0L container, what is the molar concentration of IBr at equilibrium?
For a) I got 1, it makes me uneasy to get such an exact number.
For b) I wanted to make an ICE table to tabulate all my numbers but I think all I have is the initial concentration of IBr. Does the Kc value given equal the Change?
Thanks
Kc can be converted into Kp using the following relation:
Kp = Kc * (RT)^delta n with delta n = number of gasmolecules on the right - gas molecules on the left.
--> so: delta n = 0, so Kp = Kc
2) Kc = [I2][Br2] / [IBr]^2. Since all the molecules are in the same volume, we can replace concentration by mols.
--> no say that the amount of moles IBr in equilibrium is 1,25 - x and there is formed x mol I2 and Br2, you must simply solve the following equation for x:
Kc = x^2 / (1,25 - x)