The Nernst equation E=`E^(@)`-RT/nF in Q indicates that the Q will be equal to equilibrium constant `K_c` when:

The Nernst equation E= E^(@) -RTlnQ in Q indicates that the Q will be equal to equilibrium constant K_c when:

The Nernst equation , E = E^(0) -(RT)/(nF) . In Q indicates that the equilibrium constant K_(c) will be equal to Q when :

In the Arrhenius equation , k=Ae^(-E_(a)//RT) the Arrhenius constant A will be equal ot the rate constant when :

In the Arrhenius equation, k =Ae^(E_a/RT) , the rate constant (k) becomes equal to Arrhenius constant (A) when:

The equation, E^@ =(RT)/(nF)In K_c is called :

In the Arrhenius eqution k=Ae^(-E_(a)//RT) , the rate constant (k) becomes equal to the Arrhenius constant (A), when :

Nernst equation is E = E^(@)-(RT)/(nF)lnQ . If Q = K_(C) , then which one is one correct,