The temperature coefficient of a cell whose operation is based on the reaction
`Pb(s)+HgCl_2(aq)toPbCl_2(aq)+Hg(l)` is :
`((dE)/(dT))_P=1.5xx10^(-4)VK^(-1)` at 298 K
The change in entropy (in J/k mol) during the operation is :

The temperature coefficient of a cell whose operation is based on the reaction: Pb_(s) + HgCl_(2(aq.)) rarr PbCl_(2(aq.)) + Hg_(l) os -1.5 xx 10^(-4)VK^(-1) . The heat of rection at 25^(@)C is (in kJ mol^(-1) ) (Given E = 0.03 V ):

The temperature coefficient of a given cell , ((delE)/(delT))_P is 1.5xx10^(-4) VK^(-1) at 300 K. The change in entropy of cell during the cource of reaction, Pb((s))+ HgCl_(2)((aq))rightarrowPbCl_(2) (aq)+ Hg(1)

The temperature coefficient of a given cell , ((delE)/(delT))_P is 1.5xx10^(-4) VK^(-1) at 300 K. The change in entropy of cell during the cource of reaction, Pb((s))+ HgCl_(2)((aq))rightarrowPbCl_(2) (aq)+ Hg(1)

The temperature coefficient of the cell:Zn∣ ZnCl_2 ∣AgCl(s)∣Ag is +0.001V/K. The entropy change (in J/K) accompanying this reaction, at 298 K is?

The equilibrium constant of the reaction : Zn(s)+2Ag^(+)(aq)toZn(aq)+2Ag(s),E^(@)=1.50V at 298 K is

The equilibrium constant of the reaction : Zn(s)+2Ag^(+)(aq)toZn(aq)+2Ag(s),E^(@)=1.50V at 298 K is

Rate constant of two reactions are given below. Identifying their order of reaction k = 5.3 xx 10^(-2) L mol^(-1) s^(-1) k = 3.8 xx 10^(-4) s^(-1)