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The relation between `K_p` and `K_x` isA. `K_p=K_x((P)/(sumn))`B. `K_p=K_x(P)^(-Deltan)`C. `K_p=K_x(P)^(Deltan)`D. `K_p=K_x(RT)^(Deltan)` |
Answer» Correct Answer - C Consider the equilibrium equation `aA+bB hArr cC+dD` `K_P=(P_C^cP_D^d)/(P_A^aP_B^b)` For any gas, partial pressure P of gas `=("Mole fraction " chiof " gas")xx("Total pressure " P_t)` `:. K_p=(chi_C^c chi_D^dP_t^(c+d))/(chi_A^achi_B^dP_t^(a+b))=K_chiP_t^((c+d)-(a+b))` `=K_(chi)(P_t)^(Deltan)` |
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