at same temperature and under a pressure for ATM PCL5 is 10% associated calculate the pressure at PCL5 will be 20% associated temp temperature remaining same
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Solution:
We have, PCl5 ↔ PCl3 + Cl2
Mole before dissociation 1 0 0
Mole after dissociation 1 – x x x
Given, x = 0.1 at 4 atm pressure
Therefore, KP = {[nPCl3 × nCl2]/nPCl5} × [P/∑n]Δn
= [x.x/(1 – x)]×[P/(1+x)]1
= Px2/(1 – x2)
= 4×(0.1)2/{1 – (0.1)2}
= 0.040 atm
Again when x is desired at 0.2, KP remaining constant and thus
KP = Px2/(1 – x2)
Or, 0.040 = {P×(0.2)2}/{1 – (0.2)2}
Or, P = 0.96 atm (A) [Ans.]
Hope it helped!!!
We have, PCl5 ↔ PCl3 + Cl2
Mole before dissociation 1 0 0
Mole after dissociation 1 – x x x
Given, x = 0.1 at 4 atm pressure
Therefore, KP = {[nPCl3 × nCl2]/nPCl5} × [P/∑n]Δn
= [x.x/(1 – x)]×[P/(1+x)]1
= Px2/(1 – x2)
= 4×(0.1)2/{1 – (0.1)2}
= 0.040 atm
Again when x is desired at 0.2, KP remaining constant and thus
KP = Px2/(1 – x2)
Or, 0.040 = {P×(0.2)2}/{1 – (0.2)2}
Or, P = 0.96 atm (A) [Ans.]
Hope it helped!!!
shivani2403:
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