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When 14.25 moles of PCl5 gas is placed in a 3L container and comes to equilibrium at a constant temperature, 40% of the PCl5 decomposes according to the equation
PCl5 (g) <---> PCl3 (g) + Cl2 (g)
What is the value of Kc for this rxn?
A. (1.896)^2/2.854
B. (2.854)^2/1.898
C. (3.800)^2/2.854
D. (2.854)(1.896)/3.900
E. None of these
Answer is A. (1.896)^2/2.854
I just don't see where that 2.854 came from? isn't the concentration of PCl5 already calculated out as 4.750M ?
(14.25 moles/ 3L = 4.750M. 40% is reacting which means 4.750 x 0.40 = 1.896 M)
K(c) = ([PCl3]*[Cl2])/[PCl5]
I thought it was going to be
(1.896)^2/4.750.. but that wasn't an option, so i did pick A.. (whichever seemed the closest)
Can someone explain? Thanks!
PCl5 (g) <---> PCl3 (g) + Cl2 (g)
What is the value of Kc for this rxn?
A. (1.896)^2/2.854
B. (2.854)^2/1.898
C. (3.800)^2/2.854
D. (2.854)(1.896)/3.900
E. None of these
Answer is A. (1.896)^2/2.854
I just don't see where that 2.854 came from? isn't the concentration of PCl5 already calculated out as 4.750M ?
(14.25 moles/ 3L = 4.750M. 40% is reacting which means 4.750 x 0.40 = 1.896 M)
K(c) = ([PCl3]*[Cl2])/[PCl5]
I thought it was going to be
(1.896)^2/4.750.. but that wasn't an option, so i did pick A.. (whichever seemed the closest)
Can someone explain? Thanks!
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