Correct Answer - D
Nearest equation
`E_(cell)^(ɵ)=E_(cell)^(ɵ)(-0.059)/(n)logQ_(C)`
At equilibrium Ecell `=0,Q_(C)=K_(C)`
`E_(cell)^(ɵ)=(-0.059)/(n)logK_(C)" Value of "E_(cell)^(ɵ)=0.59V`
`0.59=(0.059)/(1)logK_(C)" value of "n=1`
`K_(C)="antilog "10`
`K_(C)=1xx10^(10)`