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For the reaction : 2Ce^(4+)+Co rarr 2Ce^...

For the reaction : `2Ce^(4+)+Co rarr 2Ce^(3+)+Co^(2+), E_(cell)^(@) = 1.89 V`, If `E_(RP)^(@)` for `Co^(2+)//Co` is `-0.28 V`. Calculate of `E_(RP)^(@)` for `Ce^(4+)//Ce^(3+)`.

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For the reaction : 2Ce^(4+)+Co rarr 2Ce^(3+)+Co^(3+), E_(cell)^(@) = 1.89 V , If E_(RP)^(@) for Co^(2+)//Co is -0.28 V . Calculate of E_(RP)^(@) for Ce^(4+)//Ce^(3+) .

2Ce^(4+) + Co rightarrow 2Ce^(3+) + Co^(2+), E_(cell)^(@) = 1.89V E_(Co^(2+)//Co)^(@) = -0.277V . Hence E_(Ce^(4+)//Ce^(3+))^(@) is

Calculate value of E_(Ce^(4+)//Ce^(3+))^(@) . IF E_("cell")^(@) for the reaction, 2Ce^(4+)+Co rarr 2Ce^(3+)+Co^(2+) is 1.89 V. If E_(Co//Co^(2+))^(@)=-0.28V

The overall formation constant for the reaction of 6 mole of CN^(-) with cobalt (II) is 1 xx 10^(19) . The standard reduction potential for the reaction [Co(CN)_(6)]^(3-) +e^(-) rarr Co(CN)_(6)^(4-) is -0.83V . Calculate the formation constant of [Co(CN)_(6)]^(3-) Given Co^(3+) +e^(-) rarr Co^(2+) , E^(@) = 1.82V

Standard reduction potential of the half cell reactions are given below Co^(3+)(aq) + e^(1-) to Co^(2+)(aq) , E^0 = +1.81 V Au^(3+)(aq) + 3e^(1-) to Au(s) , E^0 = +1.40 V I_(2)(s) + 2e^(1-) to 2l^(1-)(aq) , E^0 = +0.54 V Cu^(2+)(aq) + 2e^(1-) to Cu(s) , E^0 = +0.34 V

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