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Calculate the potential of hydrogen elec...

Calculate the potential of hydrogen electrode in contact with a solution whose `pH=10`.

Text Solution

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If pH of solutions is 10 then its `[H^(+)]` ion concentration will be `10^(-10)M`. Let us consider a reduction half cell `H^(+)(10^(-10)M)|H_(2)(1 "atm")|Pt`
Electrode process :
`2H^(+)(10^(-10)M)+2e^(-)hArrH_(2)(1"atm")(n=2)`
`Q=(PH_(2))/([H^(+)]^(2))=(1)/([10^(-10)])=10^(20)`
According to to Nernst equation
`E_(H^(+)//H_(2))=E_(H^(+)//H_(2))^(0)-(0.059)/(n)"log Q"`
`=0-(0.059)/(2)"log10"^(20)=-0.59V`
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Knowledge Check

  • The potential of hydrogen electrode having a pH=10 is

    A
    0.59V
    B
    `-0.59V`
    C
    Zero votls
    D
    `-0.059V`
  • The potential of a hydrogen electrode at pH=10 is :

    A
    `+0.59" V "`
    B
    `0.00" V"`
    C
    `-0.59" V "`
    D
    `-0.059" V "`
  • The reduction potential of hydrogen electrode containing a solution of pH=4 is

    A
    `0.236 V`
    B
    `4.059 V`
    C
    `-0.236V`
    D
    `3.941V`
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