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Given that E(Cu^(2+)//Cu)^(0)=0.337 and ...

Given that `E_(Cu^(2+)//Cu)^(0)=0.337` and `E_(Cu^(+)//Cu^(2+))^(0)=-0.153V`. then calculate `E_(Cu^(+)//Cu)^(0)`

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(i). `Cu^(2+)+2e^(-)toCu" "triangleG_(1)`
(ii). `underline(Cu^(+)toCu^(2+)+e^(-)" "triangleG_(2))`
after adding `Cu^(+)+e^(-)toCu`
`triangleG_(1)+triangleG_(2)=triangleG_(3)`
`-2FE_(1)^(0)-FE_(2)^(0)=-FE_(9)^(0)`
`E_(3)=2E_(1)^(0)+E_(2)^(0)`
`=2xx0.337-0.153`
`=0.674-0.153=0.521V`
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