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E^(0) for F(2)+2eto2F^(-) is 2.8V,E^(0) ...

`E^(0)` for `F_(2)+2eto2F^(-)` is `2.8V,E^(0)` for `(1)/(2)F_(2)toF^(-)` is

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E^(@) for F_(2)+2e^(-) hArr 2F^(-) is 2.8V,E^(@) for (1)/(2)F+e^(-)=F^(-) is -

E^(@) for F_(2)+2e^(-) hArr 2F^(-) is 2.8V,E^(@) for (1)/(2)F+e^(-)=F^(-) is -

E^(@) for F_(2)+2e^(-) rarr 2F^(-) is 2.8V,E^(@) for (1)/(2)F+e^(-)rarrF^(-) is

E^(0) for F_2 + 2e^(-) to 2F^(-) is 2.8 V , E^(0) for 1//2 F_2 + e^(-) to F^(-) is

E^@ for F_2+2e=2F^(-) is 2.8V, E^@ for 1/2 F_2+e=F^(-) is

E^@ for F_2 + 2e rarr 2F^- is 2. 8 V, E^@ for 1/2 F_2 +e rarr F^- is .

E^@ for F_2 +2erarr 2F^- is 2.8V,E^@ for 1//2F_2+erarr F^- is :

E^(@) for F_(@)+2e hArr2F^(-) is 2.7 V Thus, E^(@) for F^(-) hArr(1)/(2)Fe +e is :