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Answer – We are given the at equilibrium P PCl5(g) = 217 torr, P Cl2 = 13.2 torr , P PCl3(g) = 13.2 torr
Reaction - PCl3(g) + Cl2 <-----> PCl5(g)
Calculation of Kp
We know,
Kp = P PCl5(g) / P PCl3(g) * P Cl2(g)
= 217.0 / 13.2*13.2
= 1.25
The total pressure is 263 torr, when we added more pressure of Cl2(g)
The added pressure of Cl2 = 263 torr – 217 +13.2+13.2
= 19.6 torr
P PCl5(g) = 217 torr, P Cl2 = 13.2+19.6 torr = 32.8 torr , P PCl3(g) = 13.2 torr
PCl3(g) + Cl2 <-----> PCl5(g)
I 13.2 32.8 217
C -x -x +x
E 13.2-x 32.8-x 217+x
So, Kp = P PCl5(g) / P PCl3(g) * P Cl2(g)
1.25 = 217+x / (13.2-x)*(32.8-x)
1.25 [(13.2-x)*(32.8-x)] = 217+x
1.25x2-57.5x + 541.2 = 217+x
1.25x2- 58.5x + 324.2 = 0
Using the quadratic equation
x = -b +/- b2-4a*c / 2a
a = 1.25, b = -58.5 , c = 324.2
By solving this equation-
x = 6.42
At re-equilibrium partial pressure of each -
P PCl3(g) = 13.2-x
= 13.2-6.42
= 6.78 torr
P Cl2(g) = 32.8-x
= 32.8 +6.42
= 26.4 torr
P PCl5(g) = 217+x
= 217+6.42
= 223.4 torr
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